tag:blogger.com,1999:blog-8404070472940149952024-03-05T20:58:57.107-08:00literalMENTEliteralMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.comBlogger573125tag:blogger.com,1999:blog-840407047294014995.post-5064752778775533772020-11-28T01:00:00.001-08:002020-11-28T12:21:45.509-08:00O TRIUNFO DA IMBELICIDADE<div style="text-align: justify;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRj2zkvU6lQQ3vlAs7VWbmXWGUsvMbdSguQsA&usqp=CAU" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="O Nome da Rosa – Wikipédia, a enciclopédia livre" border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRj2zkvU6lQQ3vlAs7VWbmXWGUsvMbdSguQsA&usqp=CAU" width="120" /></a><span style="font-size: large;"></span><br />
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<span style="font-size: large;">O escritor, semiólogo e linguista italiano Umberto Eco (1932 - 2016), escritor de obras como O Nome da Rosa e O Pêndulo de Foucault, foi mais que um escritor de renome internacional e professor universitário, foi também um importante pensador sobre a contemporaneidade e a cultura. Em meados de 2015, quando do recebimento do título de doutor honoris causa da Universidade de Turim, afirmou que internet deu voz a uma legião de imbecis que antes corriqueiramente falavam suas besteiras em um bar depois de uma ou outra taça de vinho, sem com isso prejudicar a coletividade. Segundo Eco anteriormente <span style="font-family: inherit;">"</span><i><span face=""arial" , "helvetica" , sans-serif"><b>normalmente eles [os imbecis] eram imediatamente calados, mas agora eles têm o mesmo direito à palavra de um Prêmio Nobel</b></span></i><span style="font-family: inherit;">". Utilizando-se do termo </span><i style="font-family: inherit;">aldeia global </i><span style="font-family: inherit;">criado pelo filósofo canadense Herbert McLuhan, Umberto Eco conclui que "</span><i><span face=""arial" , "helvetica" , sans-serif"><b>o drama da internet é que ela promoveu o idiota da aldeia a portador da verdade</b></span></i><span style="font-family: inherit;">". </span></span><br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR-l8FxRItHmR1OM4SGR3lUO3SYxCCJacbVnA&usqp=CAU" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Asno de vista estúpido ilustração do vetor. Ilustração de estúpido - 135560639" border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR-l8FxRItHmR1OM4SGR3lUO3SYxCCJacbVnA&usqp=CAU" width="200" /></a><span style="font-size: large;"><span style="font-family: inherit;">Toda época, toda geração, tem seus imbecis. Ás vezes podem</span></span><span style="font-family: inherit; font-size: large;"> chegar a ser até a maioria de uma dada população. Imbecilidade não é uma questão de quantidade, mas de qualidade, embora o dramaturgo Nelson Rodrigues (1912 - 1980) certa vez tenha dito que "</span><i style="font-size: x-large;"><span face=""arial" , "helvetica" , sans-serif"><b>os idiotas vão tomar conta do mundo; não pela capacidade, mas pela quantidade</b></span></i><span style="font-family: inherit; font-size: large;">". A qualidade que faz alguém ser um imbecil é usar sua inteligência de maneira curta e acrítica. Quantdo à tal qualidade se soma quantidade temos o triunfo da imbecilidade. </span><br />
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<a href="about:invalid#zClosurez" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="6 fatos interessantes que vão mudar sua visão da Capela Sistina | HuffPost Brasil" border="0" height="133" 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" style="background-color: transparent;" width="200" /></a><span style="background-color: white; color: #333333; font-size: large;">A estupidez humana é tão humana quanto nossa capacidade intelectiva e senso-critico. Como dizia o poeta Fernando Pessoa despertamos para a estupidez da vida tanto quanto para a ternura da mesma. Somos capazes tanto de construir belezas como a Capela Cistina quanto campos de concentração e extermínio. </span><br />
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<a href="about:invalid#zClosurez" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="A mediocridade das pessoas" border="0" height="104" 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" width="200" /></a></div>
<span style="background-color: white; color: #333333; font-size: large;">Certa vez já exclamava o físico alemão Albert Einstein (1879 -</span><span style="background-color: white; color: #333333; font-size: large;"> 1955) que duas coisas são infinitas: "</span><b style="color: #333333; font-size: x-large;"><i><span face="Arial, Helvetica, sans-serif">o universo e a estupidez humana. Mas em relação ao universo ainda não tenho certeza absoluta</span></i></b><span style="background-color: white; color: #333333; font-size: large;">". Pois é, todos temos algo aqui ou acolá de meio estúpido ou imbecil, afinal tem momentos na vida que somos passíveis de agir sem o uso da inteligência e do tirocínio. Todavia, tem gente que faz da imbecilidade um modo de ser no mundo e na mediocridade de sua existência tão inépcia quanto sua própria parvoíce. </span><br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQH5zQz7FYLI75WK1hmh5ced9CdResS6i2_Nw&usqp=CAU" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Um ensaio sobre a imbecilidade: o Brasil atual e a leitura de Ortega y Gasset | Revista Bula" border="0" height="114" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQH5zQz7FYLI75WK1hmh5ced9CdResS6i2_Nw&usqp=CAU" width="200" /></a><span style="background-color: white; color: #333333; font-size: large;"></span><br />
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<span style="background-color: white; color: #333333; font-size: large;">Como dizia, toda época e momento histórico ou geração tem lá seu quantum de imbecis. Mas há épocas em que isso transpõe os limites do minimamente razoável. Temo estarmos em períodos onde bárbaros prevalecem. O historiador holandês Matthijs van Boxsel (1957 - ), autor de A Enciclopédia da Estupidez, escreveu que "<i><b><span face="Arial, Helvetica, sans-serif">a estupidez é o fundamento de nossa civilização</span></b></i>". Como afirma Boxsel ninguém é tão inteligente a ponto de reconhecer o quão imbecil e estulto se é. Acredito que quanto mais imbecil um cara for mais o cara se acha dono do mundo, da verdade e decifrador dos enigmas das esfinges. O só sei que nada sei socrático jamais é reconhecido por um indivíduo ou multidões de indivíduos obtusos e ignaros, e por isso mesmo tacanhos, boçais e insultuosos. </span><br />
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<span style="background-color: white; color: #333333; font-size: large;">Tem um livro da década de 30, escrito pelo professor universitário norte-americano Walter Pitkin (1878 - 1953), titulado Uma Breve Introdução à História da Estupidez Humana, que seria bom revermos ou conhecer. Mas tenho lá minhas dúvidas quanto aos imbecis geracionais de fato, afinal um imbecil não é lá muito de ler, e quando o faz só lê livros que lhe falem do que já sabem ou supõem saber.</span><br />
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<a href="about:invalid#zClosurez" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Imbecilização Coletiva - Por Frei Betto" border="0" height="160" 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S1Cb9kVuv+FW0NVP9nrAQ3czYVXvbpskgcK4iJJ+2M0FxrmvbxIkaWV1jRRlmYgKB8yard122hZjHZRyXso4xEPogfPfO2EGPPBJ+Vc82lSSK13qskSLEpeOKMkwwEAnvnZ+JZF8iVwvOATg0E/2e7QW96jS27l0V2Qkqy+JevDAHzqWr4vb28yC2t7RLtI52cRGa7NuZPC0rzNFDGWVW67m5ywHFX3sXoF1bGVri4LiTbti7ySVI8ZyRJL42J+wDjpQWo1UrntmI9QNjLEyR/RqLgsu3vJFLIrL1UMQUDdCwxVQ7bdiHt45b9buaQq4ZlkaYrsaQbi+yRfCoYngDhR8zUt2c0Gzd7mxntwJxEmXE08qy27tuikiMrlk2uucdUYHB8yH0Va9VT7LWpLLbb6gSVGFivMfRSeQE+P4qTyyfCxGQQTirYHBGQcgjg+WD5g0GWcDHPXp8zURrmid+0cqyvDNEWMcse0kBhh1YOCrKcA4I6qD5CtthAzObiUEMRtjQ/yaZzyOm9uCx+weXPJr3aaO2YQqjz3D8pBEAZCOm5jnEa/0mIFBxe+3FlLCt1cCeCd+771kSJ4pCGZA2zClG27RwCDjk54ivazOr2sYhkRrlZo3hjDEyOyHcVQJknj14HnXDc2V5d6jaQagYjFsluGs0USRKEXu072RhmRi0mcY2+Hgeddf5GtLfWFCQwW6fk+ZgURIxu76JGZsYydrEc+RNBa+znaK3vIu9gkB28SKeHjbnKyKeVOQfw4rlgnDN77KGw3gtY8ENg/WCn68mPPG1VHTxV8cutcXT9US7tH76NiYblFZpGkRQD3m3cRkpyvi+r0HNfcbSBZJRd953iGNRAB8KqwyzD1LeHnyAA9ch3TfA36p/dVb9lZ/7Jsv/lD95qfnuFKSbTnYGDfIhckfb0qI9nKgaXYgDH5tEfvKAn9poLJSlKBSlKBSlKBSlKBVQ9oPaCSCJba2BN1c5SLaCTGvSScgA4CA5+2rZI4AySAB1J4GPUnyr4odT95a71WYrsZSsCMdjC2jLlWXf+mwLcI+OOeaDi7N9m0u70wwzSxx20ZQSoYyzSOC0sjA94rhtwBww5JwBzVtmt7/AN+sdOuXhlijdrkSxDumKQptCvDyFxI69Dj91dfsf090te8kJLP4m3b9xd/GWJbGcqyjJXPGNzDFSPZxveNQvbzkpFttIucg7PHMy+XLtt/3aCD7c9oPdNVgcBGLWcsex8+ItNGyquPrEpjz86zoHZ+O8uLm9iLWm1xDGbVhHmSPPfyuoG2QGQ7RuUghM45qTfTILvVb2OaNZY0tbWNlYZUOXllx8mxsPqMj1rml9nTwHfpt29uRuxHIO9jG7GQhyGTov6Xwr6UEibjV4CIe6gvd2Ak+73facHJuI8NkcdU6+g8sW/YrvPFfy9+M5FvGDDZqSSxPdA/SHcTlnzn0FR6XuvwFu8toLleAvdOqtnnJw+3j5Z8vnxtjsNVvj+cuLK3PxRR7ZJ3XAyrSfDHyPLPDEUHZfdoVD/k/TEjecAZIX82t03FS0pXAzw2EHJPoOa9z9hEmjZLm8vZe8B7wd+8cbZzkCJPCq+W3GOPOpzQtFgtIxDBGEXqfNmPmzseWPzNbdRvhEB1Z3O2NB8Tt1wPkByT0AyTQRui9lYreU3BkmnnK7O9mcuwTOdiDog4HQDOKlrC8WVd6coSdreTD9JfUeh86hRO10CjlRAgPfup+jdh8USMeqLzubjOMceKpnTrgSIHVSEPwZGMr5HaRkA+XyxQbri3WRWjdQysCrKRkFSMEEeYIqofwB2yd5FfXkQEfdKoaNtsW7d3au6FwM+ecjgA4Aq6V5agod/fXGmhlula8085BmOZJ4lPVbhSD3qDnx9cYz61utdLlhUXGkTJLA3PusrkwY6/m8gBMJ/o8rz0FWqG9SR5I1Bbu8K5x4Nx6pk8EgdQOmapd12KntJXuNJfasme9tmbCZJyXgYghGHPBBHT7KDun7UXEyrb2tpNHdPkN36FY7cDgyuw8Mg67Qp8WD0wajNb0QaasOows0k8cqi6eRvHcpMyxsGPQbW2MoxhcEDgmsfwv1Ujuhpkwnw/WMiIEKhQ96W7vBYv0YnC9MnFe/wCBV1ekvqU2yMk/m0Jz4TgYeYgeQHCqOcnzIoPfYjVGvNRurhhjuoYoQBghG3yO65BO4kbDn548q3e0DTIHvdNkuI0kjaWSBlf4SXjLpuHRhuj6HjOKz2G02K11DUbaKNY0BtmRV6BTAF6eu5WNSPtLBFhJMM7rdo51x6xSK5/4cj76Cne1nQLeCFJ4LWBRFh2CQRjIjdCVYrghSpIIyc56edTXs6vXazls4mVntJjAreXcsQ0cgGWziNjhSeq4+ddPtLsUuLNZCFYANje21AJIzhjllBOQAOfPoarfs0u3F1bM27F5YLyS+S1uwxw7k42yYBAA5OKD6XLbLHbvGucLG4ySSx8J5JPJJ6knrUb7PP8Auux/2aH+4tdks0jmYbdsSIygsCC77ckqD0QDjPmc9AMnk9nn/ddj/s0P9wUFipSlApSlApSlApSlBVPaZfPFYSiM4km2wJgEnMrBPCB1OCTj5VSb3Si1q1jEoQyRiJO8AjBbbhfiWFixPGAJOT51Pe1MhptPhZSyGWWQr4SCY4vDkOjg8v5rj5ivWjshuYAAMqxztdB9U9UjuME/rRmg6vZxqKPa9yvgdQdysVLox8LK6qcqVI6MBnyz1r37PLlYIW06bwXFsXaXP8qrOz+8KfrK+cn0OR5Vx9r+zs0Mp1GxQsx8VxCCuXwuO9h3AhZNvBxgsOhB5rXcSwavAstvJ3N5EGEb+NCCww8LjglWHhZc8HOCduaCT9mwMkU98c/nlzLKuTn6IN3UWPlsQfdirjVY7F6tE0a2Rj92ntURHtmJYqqgKrRsSe8jIHD5Pz5qzUA1UvZg5OnoSSfpbnryf9JmwD9nTjjjira3Q1827Idpls7OG1ube9EyKe8xbSON7MWbDICDyaC9atqKwpuIZmY4jjXl3Y9FUftJ6AAk8Cuaw0piHkuSGllUqwUkLGh/ko/MD1bqx58gBX4+1tiJWuDFfGRgFG60uTsUYyqAJhQTyfU+fAA6z7Q7EDxG5UfO0u/+nQSRs+9buNmy2hCjbjAkYDhQP9WvH6x46A5mlFVOP2iab5zOv68Fwn4bo63D2g6Z/O4x58hx+9aCzk1EajdvI/u1ucPx3snURKeeB5yMOg8s7jxgNFS+0PTCp23iHg4Kq78/IKpzXPpPbXSo02Lc45JZpElV2bPidiyjJJ/ZjyoLZZWixIsaDCr9/XkknzJJJJ88101VR7Q9K/n1v/W//lex7QdLP/r1v/XFBZ6warQ7f6X/AD+2/tFree2enYJ99tsLnP0qcY+/50EdHmLWmznFzZrjjjdBIdwz+rKDW3tfraEPp8UZubmaNl7leiq3h3zuOIk58+TjgVTtY7Uwahcwva3cdqls7g3cjorMHTa8cMEmd+cjxuAAeRkgVpuO3em2MZs9OdZJXbxzuxId2zukkmb4uRycrgHw9MUE/wBptYSysIraWXvJ0SND3eQWZQFwFV1bLHgYPr9lU/s7bPayaWZgEeKZYZF7yEsO+RowCkbbvjKZyMjHOMHMt2VuNJikF3eajbXF1ksp3nuoS3JEW7lm6AyvljgV513V7aSWHbMApv7ds94e72rMH3fxjKAVXjp1HAoPpuuti2n6fxUnXgfA3U+VcHYDH5NssZx7tDjPXHdr1rxrXaGy93mDXMODFJn6RScbG8gc10dibdo9Ps4nGGS3hVh1wQi+YoJylKUClKUClKUClKUHzr2uIC2nqSRm5cZDMmAYX+shDDnHQ+Xn0rk0zSJ3kSNLu+hGD4u+eXBXGBi5t1/YfWpH2oj6XTm4/wBIkXxMVHMD9SCPTH307Mwo1zGcRZUOwCFCw4A+qg45Izn060HZL2f1VSCmrZAxxLawtn7021TO0vZO+hu4bpbuFZbhzFujgaKMylWZGmXe3x4MZdcN4h15ze/aiD+S7kjOVVHGOuUlR/8AlrPbWwa402TZnvVRJ4vXvYsSp16ZK7T8mNBWodUjuZ47XUo5LS+iz3cqM0ZxjDFJl8Lxnwn7SfCAuT4vtFurS9juB729qhLtJFNLczPkDK3EUjABPi/i1Y8Ljmrb7ja6rZwTSpuDokqMCVkjZlydjrypHIOPSuK37P6nB4LfUI3iAARbiDe6gZwN8brnqPLyFBY9I1WG5jEsEgdckcZyGHVWB5Vh5g8iu7FQXZnQ5LfvpJp++mnZXkYII0BVQihEBPkOpJJqeoMYoRWaUHgxj0FY7lf0R+FbKUGsQL+iPwFZMK+g/AV7pQc8llE3WND9qqf8K1nS4D1hi/qJ/lXZSg4G0W2PW3hP/wBNP8q8/kC0/m0H9lH/AOWpGlBGnQLT+bQf2Uf/AJa2DR7f/URf2af5V3UoONtLgIwYYsfqJ/lXHcdmLFxh7O3YAgjMMfUdPKpilBAxdjdOXpY2o6/yEfnjPl8hU4iAAADAAwAOBgdBXqlApSlApSlApSlApSlBRvau2yC2nAJMV5ARgkEbi0Z5XkfF5V0dnZvzgfRSLuUjLCbAxyPjiGPPq3766faTp7TabcovxCMuv60ZDr/dqI7KRxtLBPGrnem7JjnCgMmfiaIL8uSKCT9qj40m8P8A7oj06so/xqS7K3ZmtY2YDONpAOQQOMg5OePPPrUH7Y7pY9Jn3Zw7Qrx85UJ8x5A+dbuwlym1kUghsMpVSFI2qPCzKN5xjJy/63lQefZrmKK4sWzm0upkGRj6N2M0Z+9XB++rlVOlPcazGRwl7buH6YM0BUxn7e7Zh8+PQVcAaDNKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKVg0FT9p2rG3sJdh+kmHcxDI5eTw+foMk/ZUN2Q0ZUe3RPEsa534IzsXb1aNlPJ+rL+Irj7c3Yu9QS1Vd0dgO+mOCw76QYiU4wAQoZuWXkjB4q1dj4wEknyuHI8Y53KgJyWOSeWP136detBHdtYBe3dppZAaPxXVwPLu48rEp46NKenojVVOwF40YiXcN8MrW5AVEZxG5jy/CFvBg8s/Izjird2AJuJLvVGHFxJ3cGRz7vD4VI46M25vwqppCy6hqNsu4gziQLmTBEkSMfArAHnPJVvPigt3tFHdmxu+MwXsYOf0JQ0LftZfwq5CqX7Rjv0mSUqR3axTbeQcxuj4IIB8j1Aq427gqGHQgH8Rmg20pSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVHa9qsdrby3MnwxIXPlnHQD5k4H31IGqH7Y7cNYhjJtKTRlIyEKSyk7I0kDfVBO4/IE+VBWuzFvIsffyr+cXMjTPIBvHeSnKrvVWC4XC4EkflxVq7czyQ2KWUZLT3bLaoRnOZP41+pIATcSSTj1qrpZamjBljtpMYIPgPI4Hw3a5Oc8AdakrC6vI7w3+p27yIsIS2ktULwxK3imMkQdpFY4UE8jwkDNB9C0uxSCKOCMYSNVRR8lGK+ZdpT/wBsXKEOyta25KKMhtrOBu8LDqfNTn5V9H0nWbe5UvbzJKAcNtPKnrh16qeRwcGqR7U9GKB9ViuHilCwQFdsRQq1wq5y6kgjvGOflQdPa5caBOA2QLc9MHADcL4VUDA8ONoxjHlV4sz4E/VX+6K+Ne4W7R/nN2WQ7Syl5m3AqH5UXKxEEFfqdW6dcSb6to8YbudTubfBZR3d0JRhd/wrKXG0hOMD6y+tB9ZzWapvYbtIbiWe294ju1gWNkuEAUsHLqUkVfDuBjzuGAQw48zcqBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKDBqvdtOzIvoY4+8MTxTJNG4VWw6hgOG4I8X7BVirFB84j7GalGyFLi0cJtIDQyr8Hc7ejkDAhUcDpn1rRZ6PrNuqIkNswRk5juGUlEWJAuHjGPCj+fWQ/f9OpQfMdI0TVZLu3uZ4IoCj5llEid40QQAxMsYxIGbcfFnBbIxjn6Hf2Ec8bQzRpJG/DIwDKcHIyD8wDXXSggYexmnKQVsbUEdCIY8/jtzUjHo1suMQRDHTEaDHXpx8z+NdtZoNccCr8KgfYAP3VspSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg//2Q==" width="200" /></a><span style="background-color: white; color: #333333; font-size: large;">Quando criança havia uma espécie de musiquinha que cantávamos "um elefante incomoda muita gente, dois elefantes incomodam muitos mais. Dois elefantes incomodam muita gente, três elefantes incomodam muito mais" - e assim seguia até o fôlego acabar. Acho que tem muito elefante nas praças, jardins, ruas e salas de jantar. eu mesmo já perdi o fôlego de contá-los. Talvez deva recomeçar a enumerar a partir do meu próprio espelho. </span><br />
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<span style="background-color: white; color: #333333; font-size: large;">Joaquim Cesário de Mello</span></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com2tag:blogger.com,1999:blog-840407047294014995.post-61945098206900403162020-11-10T00:00:00.001-08:002020-11-10T05:05:53.212-08:00NOVEMBRO<div style="text-align: justify;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTovYAiuJNAnYk2ypOJxYjyZfBEVMcLvpLIGUWPbjaCFsBNtm-E" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para novembro" border="0" height="104" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTovYAiuJNAnYk2ypOJxYjyZfBEVMcLvpLIGUWPbjaCFsBNtm-E" width="200" /></a><br />
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<br />Dizem as antigas tradições que novembro é o mês em que os deuses do amor se reúnem para decidir o destino amoroso dos mortais. Pois é, quis o destino que eu nascesse em um distante novembro do século passado. Desde então, para mim, todos os meses e todos os dias são novembro. Não aceito desaparecer em um mês que não seja novembro. Se em novembro aqui cheguei, se em tantos novembros aqui vivi, é justo que novembro seja o dia do meu definitivo acabamento. Que em minha lápide um dia se escreva: <i>aqui jaz um homem que viveu entre dois novembros</i>. </div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRpsNmFwbTtwLnLbU2vDDXOoUqQmJUKIqCJAgMDkguhEgaVCtyaBg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para criança, velho" border="0" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRpsNmFwbTtwLnLbU2vDDXOoUqQmJUKIqCJAgMDkguhEgaVCtyaBg" width="200" /></a><br />
Novembro é o mês em que todos os meus anos se encontram. Em novembro sou menino, homem, adulto, velho e não sou ninguém. Em novembro não tenho idades; somente saudades. Reabre-se em mim a janela da nostalgia de todos os meus mortos: os antigos, os recentes e os futuros. Em novembro vivo de lembranças e evito cumprimentos. Sou como Fernando Pessoa que dizia: "<b><i style="background-color: white;">No tempo em que festejavam os dias dos meus anos,/eu era feliz e ninguém estava morto</i></b>". Sou sobrevivente de mim mesmo e de minha história. Estou durando, mais do que antes pensei que durasse. Porém não estou melancólico, carrancudo ou tristonho. Estou jovial neste meu corpo envelhecido de tempo. Estou feliz, seja lá o que isso for. Espero poder assim continuar e um dia sumir em uma terminante noite alada. </div>
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" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para velhice, pintura" border="0" height="147" 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" 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Estou feliz porque não estou triste. A vida já é algo tão restrito e mínimo para desperdiçar os restantes minutos com o padecer de tristuras. Deixo aos apressados a sofreguidão de tantos açodamentos, Hoje não tenho mais pressa, afinal à frente me espera o nada, o vazio e a coisa nenhuma. Deixem-me, pois, quieto aqui neste novembro. Há aqueles que aspiram eternidades. Não eu. Modestamente desejo apenas a infinitude do mês em que nasci. Deveríamos nascer para não ter fim. </div><div style="text-align: justify;"><br /></div>
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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para aniversario, pintura" border="0" height="128" 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" 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Que me perdoem os incautos. Não ousem ligar-me para lembrar do adiantado das horas. Já me basta o escoar persistente da areia da ampulheta a esbranquiçar meus minguados restantes fios de cabelo. Deixem-me apreciar em silêncio este mês tão interminavelmente temporário. Não quero vozes, cartões ou mensagens. Tão só, quero-me. No dia da minha data banquetear-me-ei com as lembrança, os sonhos, os desejos, as esperanças, meus fantasmas...e mais ninguém. Já me são tantos os convivas a saborear o festim dos meus derradeiros natalícios, e não há espaço para mais nenhum presente. Não queiram brindar-me com perfumes, camisas ou quinquilharias; afinal possuo tudo o que quero: desde a mulher que escolheu comigo envelhecer, de quem tenho a presença dos finos traços de seus afetos delicados, à minha filha única e de mim herdeira, de onde terei a imortalidade que ora não possuo guardada sempre em sua memória.<br /><br /><br /><div style="text-align: center;">Existo e habito entre o que não consegui ser e o que nunca serei. De todos os irmãos que nunca tive e jamais terei sou o mais diferente. A moldura em que me pintei não há igual. Deve ser por isso que muitas vezes faço tudo ao contrário, menos voltar pra trás. E já se vão uma dúzia de lustros. Mais da metade, bem mais, da caminhada. A estrada em que sigo não há calçadas nem beiras. À frente esperam-me aqueles que festejavam os dias dos meus anos de menino.</div><div style="text-align: center;"><br /></div>
<a 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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para tempo, pintura" border="0" height="162" 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" width="200" /></a><br />
De novembro à novembro prolongo-me um pouco mais. Porém neste novembro que se descortina terei a idade última do meu pai. Saúdo-te, pois, novamente novembro. Em breve despedir-me-ei de ti e serás mais um mês a fazer parte do meu baú de ossos. E quando a melancolia de dezembro de mim outras vez se apoderar, é que ainda estou aqui e estou vivo. Ainda bem...<br />
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<i>Joaquim Cesário de Mello</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-80703934105423640952020-10-25T08:05:00.001-07:002020-10-25T08:05:38.986-07:00QUEM DIRIA, MAIS UMA VEZ A POESIA<p style="text-align: justify;"></p><div><br /></div><div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjjMOyoKDUHWWcHnKXdbKYf7gtkftjhAUgCucZoKUp8HQWrhTEwr0bw2qhq_vblaMZbElZAZW9XHR8QOgfL9mKC1qzRDM3a7hbBkBiuGWLRit2NVkGeUx2DgVzqleFxfJbnTsaQtrlAIY/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="168" data-original-width="299" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbjjMOyoKDUHWWcHnKXdbKYf7gtkftjhAUgCucZoKUp8HQWrhTEwr0bw2qhq_vblaMZbElZAZW9XHR8QOgfL9mKC1qzRDM3a7hbBkBiuGWLRit2NVkGeUx2DgVzqleFxfJbnTsaQtrlAIY/w200-h113/image.png" width="200" /></a></div></div><br /> Faz tempo que não vejo um jovem que demonstre ler poesia. Não que não haja jovens que apreciem poesia, mas parecem tão poucos e parcos que beiram a ser invulgares. Nasci em um Recife nutrido de poetas. Cresci em meio a Bandeiras e Cabrais. Em minha casa de meninice haviam Carlos Pena Filho, Mauro Mota, Audálio Alves, Carlos Moreira, Geraldino Brasil, Joaquim Cardoso e meu próprio pai. Depois vieram-me Alberto Cunha Melo, Tereza Tenório, Marcus Accioly, Lucila Nogueira, Ângelo Monteiro. Adulto jovem compartilhei pelas periferias da efervescência dos anos 80 e do Movimento e Escritores Independentes. Bebemos juntos, Francisco Espinhara, Eduardo Martins, Cida Pedrosa, Héctor Pellizi, Dione Barreto, Manoel Constantino, Inaldo Cavalcanti e tantos outros que gravitavam nos perímetros imensos da Livro 7 e do Beco da Fome. Assim, eu, que também morei menino na Rua da União, pensei que minha cidade poética era impregnada de eternidade. <p></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: right;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfweItiYZEcDjffuyaK1kBrqAhRb42TSVA_PsH74bvU_9UaMm71nJ3qPx9OtEV3yXG9VYEkjyKsovOIad8T3Lbgx0RK-yz3Z4QpFqp4K3aWXtTtrjuE1aYq_2AvgK-lkKezyw3L2ihzgOS/" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" data-original-height="180" data-original-width="280" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfweItiYZEcDjffuyaK1kBrqAhRb42TSVA_PsH74bvU_9UaMm71nJ3qPx9OtEV3yXG9VYEkjyKsovOIad8T3Lbgx0RK-yz3Z4QpFqp4K3aWXtTtrjuE1aYq_2AvgK-lkKezyw3L2ihzgOS/w200-h129/image.png" width="200" /></a></div><br />Os anos passaram e os poetas morreram ou envelheceram. A poesia parecia ter-se ido pra debaixo das pontes - como em um poema meu dos idos 80. Novas juventudes surgiram frente às minha retinas fatigadas, e uma após outra foram diminuindo aos poucos de tamanho. Prefigurava-me, assim, desaparecer entre o bolor dos meus puídos livros de poesia. <p></p><p style="text-align: justify;"><span style="font-family: inherit;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinmsTYXm_4VvzMhjbqG7PWxJZ15mOHcsnx3UgfWg1nv5-4qGdWa9uNxViKkJi8Yn2MTjfVz_fKNODe7qQwu8jy-D6Hq_lg9rU3l6GRf3wfTgWKhA4MegtyXzp3tFwh-c6JlVAFRhIddAOy/" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="194" data-original-width="260" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinmsTYXm_4VvzMhjbqG7PWxJZ15mOHcsnx3UgfWg1nv5-4qGdWa9uNxViKkJi8Yn2MTjfVz_fKNODe7qQwu8jy-D6Hq_lg9rU3l6GRf3wfTgWKhA4MegtyXzp3tFwh-c6JlVAFRhIddAOy/w200-h149/image.png" width="200" /></a></span></div><span style="font-family: inherit;"><br />Sim, Recife hoje é famélica de novos bardos e trovadores. Porém o mundo não. Além do firmamento e do farol do porto existe poesia. Lá do distante frio glacial da Suécia novamente a poesia é laureada com o Nobel de Literatura. Neste ano foi através do nome da poeta norte-americana <span style="background-color: white; text-align: left;">Louise Glück, anteriormente merecedora do Prêmio Pulitzer, da Medalha Nacional de Humanidades e do Prêmio Bollingen. Entre o onírico e a realidade, então, mais uma vez a poesia. E com vocês um pouco de Louise Glück</span></span><p></p><p style="text-align: justify;"><span style="font-family: inherit;"><b></b></span></p><div style="font-style: italic; text-align: center;"><br /></div><span style="font-family: inherit;"><b><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">Gosto de pequenas gentilezas.</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">De fato as prefiro à gentileza mais</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">substancial, que está sempre a te cravar os olhos,</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">feito um grande animal sobre o tapete,</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">até que tua vida inteira se reduza</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px; font-style: italic;"><div style="text-align: center;"><span style="font-family: inherit;">a nada além de levantar manhã após manhã</span></div></span><span style="background-color: #fafafa; color: #2a2a2a; font-size: 15px;"><div style="font-style: italic; text-align: center;"><span style="font-family: inherit;">embotada, e o sol luminoso rebrilhando em seus caninos".</span></div><div style="text-align: center;"><span style="font-family: inherit;">(Gratidão)</span></div><div style="font-style: italic; text-align: center;"><span style="font-family: inherit;">* * *</span></div><div style="font-style: italic; text-align: center;"><span style="font-family: inherit;"><br /></span></div><div style="text-align: center;"><span style="background-color: white; box-sizing: border-box; color: black; font-size: 16px; text-align: left;"><span style="font-family: inherit;"><i>“Dizer eu não sinto medo –<br style="box-sizing: border-box;" />Não seria honesto.<br style="box-sizing: border-box;" />Sinto medo da doença, da humilhação.<br style="box-sizing: border-box;" />Como todo mundo, tenho os meus sonhos.<br style="box-sizing: border-box;" />Mas aprendi a escondê-los,<br style="box-sizing: border-box;" />Para me proteger<br style="box-sizing: border-box;" />Da realização: toda felicidade<br style="box-sizing: border-box;" />Atrai a fúria das Sinas.<br style="box-sizing: border-box;" />Elas são irmãs, selvagens –<br style="box-sizing: border-box;" />No final, não há<br style="box-sizing: border-box;" />Emoção, mas inveja.</i>”</span></span></div><div style="text-align: center;"><span style="background-color: white; box-sizing: border-box; color: black; font-size: 16px; text-align: left;"><span style="font-family: inherit;">(Confissão)</span></span></div><div style="text-align: center;"><span style="background-color: white; box-sizing: border-box; color: black; font-size: 16px; text-align: left;"><span style="font-family: inherit;"><br /></span></span></div></span></b></span><p></p><p style="text-align: right;"><span style="background-color: white; font-size: 16px; text-align: left;"><span style="font-family: inherit;">Joaquim Cesário de Mello</span></span></p>literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-46054726792870094592020-10-16T20:00:00.001-07:002020-10-17T04:26:06.115-07:00O DESEJO DO LOBO<br />
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTBWEZ188ZP_kTWrd6cr8qDaDX0SEmkQHW9MB1p89q9G-btQg2b" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTBWEZ188ZP_kTWrd6cr8qDaDX0SEmkQHW9MB1p89q9G-btQg2b" width="122" /></a><i> </i></div>
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<span style="background-color: #cccccc;"><i><span face=""calibri" , "sans-serif"" style="font-size: 11pt; line-height: 115%;">“Devemos considerar que a felicidade da vida não
consiste no repouso da mente satisfeita. A felicidade é um contínuo progresso do desejo, de um objeto para outro,
não sendo a obtenção do primeiro outra coisa senão o caminho para conseguir o
segundo.... Assinalo assim, em primeiro lugar, como tendência geral de todos os
homens, um perpétuo e irrequieto desejo de poder e mais poder, que cessa apenas
com a morte</span></i><span face=""calibri" , sans-serif" style="font-size: 11pt; line-height: 115%;">”.</span></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"> As
palavras acima não foram proferidas por nenhum psicanalista ou psicólogo,
sequer por alguém no século XX ou século XIX. Tais palavras foram ditas
por um homem que nasceu e viveu entre os anos de 1588 e 1679. Quem? Thomas
Hobbes. Hobbes, além de matemático à sua época, foi também teórico político e
filósofo. Sua obra mais conhecida é o LEVIATÃ onde tece suas principais ideias
não somente quanto ao papel do estado, mas sobre a natureza humana. Considerando
ser a condição natural humana egoísta, movida pelas paixões e impelida em busca
do atendimento de seus desejos de qualquer maneira, entendia que só com a
criação de uma força maior (Estado) é que os homens poderiam ser regulados para
viverem agregados e em sociedade. Vem dele sua mais famosa afirmação: <i>homo
homini lupus </i>(<i>o homem é o lobo do
homem</i>)<i>.</i><o:p></o:p></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"> A <i>contínua marcha do desejo</i> nos coloca no
centro da questão humana: sua permanente insaciabilidade. Embora separados por
cerca de dois séculos, Hobbes e Freud se encontram. Enquanto o primeiro
enfatiza a necessidade do Estado para conter a fúria narcisista dos desejos
humanos, o segundo enfatiza a necessidade de um Ego (auxiliado por um superego)
para igualmente conter os impulsos do Id. <o:p></o:p></span></div>
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<span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"> Minha primeira
aproximação com o universo teórico-especulativo de Hobbes foi no iniciar de
minha segunda década de vida, quando fazia a faculdade de Direito e cursava a
disciplina Teoria Geral do Estado. Lá meus ainda ingênuos olhos entraram em contato
com a análise da condição primitiva da existência humana, isto é, quando os
homens viviam em pleno estado de natureza. A visão hobbesiana do mais primordial
dos instintos humanos é o desejo de não haver limites aos desejos, onde nas
condições mínimas de sobrevivência é cada um por si.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;"><span style="background-color: white;"> Gostemos
ou não do que nos propõe Hobbes , é necessário antes entendê-lo. Hobbes é bastante claro e inovador (e porque não dizer subversivo frente às ideias até
então preponderantes) quando demonstra que a felicidade não é um fim em si mesmo,
e que lá se alcançando se repousa flutuante na calmaria morna e tranquila das
águas perenes da felicidade. Nada disso, diz Hobbes. A felicidade é
inalcançável primeiramente por não ser um lugar, porém uma pretensão. O desejo
não repousa, afirma Hobbes, pois somos constantemente inquietos a nos
movimentar. Conquistado um objeto de desejo ou realizado um desejo, um outro
logo toma seu lugar. “</span><i style="background-color: #f3f3f3;">A felicidade é um
contínuo progresso do desejo, de um objeto para outro, não sendo a obtenção do
primeiro outra coisa senão o caminho para conseguir o segundo</i><span style="background-color: white;">”.<o:p></o:p></span></div>
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<span style="background-color: white;"> Essa insaciabilidade
desejante humana também encontra eco em Freud, mormente em seu conceito fundamental
do Princípio do Prazer, princípio este que é inerente e basilar a todo
psiquismo humano. Em O MAL ESTAR NA CIVILIZAÇÃO escreve Freud que “</span><i style="background-color: #f3f3f3;">os homens não são criaturas gentis que
desejam ser amadas e que, no máximo, podem defender-se quando atacadas; pelo
contrário, são criaturas entre cujos dotes instintivos deve-se levar em conta uma poderosa quota de
agressividade</i><span style="background-color: white;">”. E aqui Freud nos sugere enxergar no interior das obscuras
entranhas humanas a pulsão agressiva. <o:p></o:p></span></div>
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<a 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" 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" width="158" /></a><span style="background-color: white; background-position: initial initial; background-repeat: initial initial;"> </span><span style="background-color: white;"> Antes de
Freud, portanto, Hobbes em sua obra já nos reserva um espaço a refletir os
desejos e as paixões. Assim como o </span><i>homo
freudiano</i><span style="background-color: white;"> o </span><i>homo hobbesiano</i><span style="background-color: white;"> é um
ser desejante e passional, em constante busca pela satisfação. E como o desejo
é um movimento interno que ruma em direção a um objeto, escreve Hobbes: “</span><i style="background-color: #eeeeee;">não existe uma perpétua tranquilidade de
espírito, enquanto aqui vivemos, porque a própria vida não passa de movimento,
e jamais pode deixar de haver desejo, ou medo, tal como não pode deixar de
haver sensação</i><span style="background-color: white;">”.</span></div>
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<div class="MsoNormal" style="background-color: white;">
<span style="background-position: initial initial; background-repeat: initial initial;"> Temos aqui, então, uma mudança de paradigma em relação à
felicidade. O foco não recai na felicidade como a tranquilidade e o repouso de
uma alma satisfeita e realizada, mas sim na ideia da felicidade como uma
condição ativa, condição ativa esta movida pelo fomentar contínuo do desejo. A felicidade,
pois, não é o objeto último do desejo. A felicidade da realização de um desejo
é momentânea, visto que a felicidade advinda pela realização desse desejo é
apenas uma passagem para outro desejo que, por sua vez, busca a felicidade de
sua realização. E assim sucessivamente.<o:p></o:p></span></div>
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<span style="background-color: white;"> Movimentamo-nos
pelo prazer e pela dor. Aproximamo-nos do que é prazeroso e nos afastamos do
que nos causa dor. Ou como diz Hobbes: </span><i style="background-color: #f3f3f3;">“o esforço, quando vai em direção de algo
que o causa, chama-se apetite ou desejo... Quando o esforço vai no sentido de
evitar alguma coisa chama-se geralmente aversão”</i><span style="background-color: white;">. E nos mecanismos naturais do desejo o prazer
de usufruir da satisfação de um desejo consumado é apenas ponto de partida para
o desejo seguinte. Assim entende Hobbes</span><i style="background-color: white;">: “</i><i style="background-color: #f3f3f3;">sendo a causa disto que o objeto do desejo
do homem não é gozar apenas uma vez, e só por um momento, mas garantir para
sempre os caminhos de seu desejo futuro</i><i style="background-color: white;">”.</i></div>
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<div class="separator" style="clear: both; text-align: center;"><br /></div><br /><i style="background-color: white;"> </i><span style="background-color: white;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="180" data-original-width="280" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinRBlnHIEPmTLSJ5_mhl6FICNErJQnlR8l9TMLsOBwVWGVNDkKdnXOd8qAe1nEKFUKbVSI9KqZH8ZoS4QgVRNr81ZlLTvHxwdbQWlzYMWkgR7mFiYCKsA84-X78tPtNq8kHfYjYHw-0Xe4/w200-h129/image.png" width="200" /></span></td></tr><tr><td class="tr-caption" style="text-align: center;">Adicionar legenda<br /></td></tr></tbody></table>Os instintos agressivos – Freud disso bem sabia – são inimigos
da sociedade. Nós humanos aprendemos de cedo que devemos abrir mão de alguns
desejos primários para podermos ter as benesses de uma vida em civilização. O pretenso
poder do desejo individual é assim trocado pelo poder assegurador do grupo
social. Tal troca de poder inaugura o que chamamos de civilização humana. É na
renúncia (mesmo que parcial) de nossa infantil onipotência que surge o cimento
que forma a coesão grupal. Não há, pois, sociedade e vida social que não tenha nossa cota
</span><i>per capita</i><span style="background-color: white;"> de renúncia.</span></div>
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<span style="background-color: white; text-align: justify;">Dentro da perspectiva puramente de sobrevivência e evolução,
o ser humano muito antes de desejar ser bom deseja o que lhe é bom. Para isto é
necessário discernir o que lhe faz bem e o que lhe faz mal, com vistas a
salvaguardar a própria preservação. Como escreve Cláudio Leivas, em INTRODUÇÃO À FILOSOFIA POLÍTICA E MORAL DE HOBBES, “</span><span style="background-color: #f3f3f3;"><i style="text-align: justify;">A
necessidade de discernir objetos bons de objetos maus encontrará sua formulação
mais radical na explicação hobbesiana que o indivíduo humano deseja acima de
tudo evitar a morte e que por esse motivo ele considerará a preservação o seu
bem maior e a morte o seu mal maior. A necessidade de distinguir corretamente
objetos bons de objetos maus provoca uma alteração fundamental no indivíduo
humano. Ao posicionar-se desse modo o indivíduo vai além daquela inclinação que
visa à preservação da vida e das partes do corpo – isto é, além daquela
condição básica e fundamental que parece enclausurar o homem em sua natureza
física – o homem revela-se finalmente um ser raciona</i><span style="text-align: justify;">l</span></span><span style="background-color: white; text-align: justify;">”.</span></div>
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<span style="background-position: initial initial; background-repeat: initial initial;"><span style="background-position: initial initial; background-repeat: initial initial;"> Pelo
acima exposto, vê-se que a passagem do homem natural para o homem racional se
faz por questões de preservação e sobrevivência. Na busca pela saciabilidade de
seus desejos alguns desejos, ao invés de resultarem lhe serem bem, provoca o
mal. Assim o ser humano é levado a abdicar desses desejos com vistas a se
salvaguardar. Em outras palavras, alguns apetites não satisfeitos garantem a própria
sobrevivência. Algo que Freud também diria com termos do tipo “Princípio do
Prazer” <i>versus</i> “Princípio de Relidade”.<o:p></o:p></span></span></div>
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I1HDdewUK4Etc37wI+WnzQcp7WYjXpVHtpVBlOvwtOUHk4tkDyUVhva59IlrmfxDX7h5IMmDuN9toTtXD673vDhNLM9oM6tAd4fMDXRJ3Vm23p95EuOjGnnzJ+aBi6uBUqCtdwCAO7pMGjGtGjWtmRrrJO68u+0dWow07cClOhiM3WXcPRVy+qnIDM59XHiehKyzuX/BTjXX3QTFhfOswS3xVX6NnU5uBPMalTVOwdRtwapmrc1WuJM/Z8Z8tAB6qMwXCmiu19Z4MHQEjc7e3JS3atr/4mi+fq2EAQfhzDxE+ZG/DTZBM49i4pupd5o1jXP6zo0fJ0oPZK3dXca9bRkktbwnmf06quPqfx15prSphrWiDlMEFxInaZ+W6sOM4y2kG0WEAAHOSfhA4fzf0QWK4xXvXiP7tuwH2jO/lsh3tppnaPCfl5qMwCoajA8jLS4SImNipm3uZ0f8ACf2EEU+nISdRkdVJ3NPKSP35pCq1AjU8ljGCEU0ZO6IGcwg6LQt3PcGDcmP6q7WNm2mwNbsPmeJKhOzdr8VQ8PCPxJ/JStW8hA5UbIhVbFe9pGSwvZ95nijzb8XsCpY4iUKriSCpVL6lXBDXtPMCJB5Ebg+ar9e0fScTReWEmSBqw8Jc3Ynygq1Y7h1vW1cxufg8DK8eThqPdUu7tqtL+7rEtH2ao7z/AOWjh7lBs/HKjNatIzIh1LxDffITIPQEqzYVjNO6pZ2GS05XCC0gkTqHCRO48iqJc409pirRJH3qZzD/AG6EfNaYZ2kp06kscBmEOadCRw0Majh6oLzVuA1S2EYidFBYawVmisdWkw0cCRuXc/JS1B8FBdbetnbqorFGOYY4HY/l5o2F19lI3dAPYQfMeaDl/azH6tFp7qgamn3g0+0Fc7oXlW/rRcZmNadKTCW5TG5nVxjjyOkLsGL2QcDIhc6r1abL54buGsBA3kNOsDXYgeiBh/YhtMB9KpVaeTiHsPmCJHnKt2H08tNoA4A+pCWo403KGva4SNy0gR5kJ6jEDLtw8uCA0oNTdGmUFw6oIbtBainb1H0wMzQXRGh5lc6q4gy4ytq6OjMwnRhDh8I+6ZmOYXWnMa5pa4SCCCDsQRBBXKu02EC2qNpOAcw6MeeDCXFgcOLgSRy2KCqYi0sBpHgZb05gqLDlI3JLs2aczDxMmJiOsJFjIO0hBI4NaFzgSwu/FW69snOt6pLiYYQJ4dP3yUfgGGvcQ+mQQCJHEfqrL2raKVm90QXaAcy4gGPdBX7PEGWVsCINapOUcQD9pw6H8Vr2dwE1j39ySGCXQ7jqfE4nZRGEd3mz1XFzhqAJPy4qRvsWr3ENp0nClpDdAXcJJ/JBarrHO8eKdEfVsO/B36N0EJ4O+0522sfvdVvDMPuCIAZT/mOu2ug0Vms8KYxua4qF8DiYb5hA066FZhOxbA8wkHMRm9pbactMNdw8IP4ra5pjUjWTI8igRdVG23VZ3nVAuIjRLB5Qd1s35LdnUSfXVRGJ9oWUxLjEfsfopJlDPTYJ0yhFsezFFjxVcM9TgXa5f5RsD138kFZo393WE0bSoWnZ1QspA+WczHWEzSwW/qfH3FH/ADOqH2a1o+aub7gBKHEJ0CCo3fZC6A1uaR/0nD594qpi+EXlPZtKoObXkH/a9o/FdeDQRLiUCs2mdABKD54vb6qx0VKVRvXKSP8Ac3RSOF1WVfia12kagcfMLrd3hPeGBooLF+yAykic3MboB4LbMpUw1jQ1snQbBx1J9U098H98dlTcN7RvoXP8LczkqHLTqEbO+yCdARtrv1VlfcGYOhBg9CgtmEVRA1U8GZhuVScOvdQrPZ34jdBTfpExoWFFz36namPvOPw+258lz3sRcHuH13El2Zz6jo4kySTx8ui7P2u7J0cTtzSq8NWPHxU3febz6jYhctwW0fhr32N2AQ4OEbsrU3SMzQd+o4EQguOE426ockT5mExVbmzFrT4XRA+KeJy8tlx3B8VfaX7qDqjnBr8tNzp1APhHqPnKu2N9pe4vKIJ0uKcyNAXAwQZ6ZQgsrgdiIXndBInG2CoGHMczczHOPBuj2nQCQTvxTgM7IAxBVR+lSzm0bVAnu3hrp3yVNP8A7BvuVeO7+ShO3VvOH3Iifqyf9pDvyQcTrXAcJyy4AQ4blpHEbGNNlGh2qNQa5xABiOPKd0KsCHHWY4oL52KvGkEFrjzLYn2meC37e4j39ejQAdDPEZ1nQAAj0Ki+yd45u4DRwIZM/wCZetuP4i9eWgugNAMxAboTA314yED9rhztqdFoAjUkadNt51Tb8MuA34mNJHBum+4M8R+acNy2k3xvaCBoxn1jzrrpv7pG5uS/i5skHU67gEbADUBBlCzrbOruH8uVvzA8t1s7skKhJdWeZ08Rzb7jcINPCmOj6w6k7OI34wCnW4LUA+qruB4B3iHHc6HiPZA3h/Z51HYNe0cWmDHCQd1Jue1wgSCNx/yoBuOVrYxXblB2e0y066eRjQTurHbXDK4BOjtg7j0B6IIS4pZSeO0JdtWOqk7+1Ldx681HOo9EHebCgWAB2469dFpdXmqYxB0Qear99cQgJeX5gwssbnmoytXkLW3r9UEzf4pA0KRt8QJO/wC5UTdXO8olK6AHnugsbcRA0lbVLjMFXqVWdSUzTudkAcb7OMrNMjf08lQ8dN7akH+/pt0M6VY00zaZgI0mSF1GnXndKYlRD26iUFR7P4+yuzPTdI2I4tPJw4FWCniZBgSTy/OeAVQxTs2KVXvqDu6qcTEtcOT27EKU7H131u874CmQ4AEEkOGWRBPXccEF6w++doC4T0/qtcZwShdtHfie7Mh0lpadDo4fsqCw69iiC54bUqloBEHKHOJEdcg93dF72vxSs2jbstKTn1nVh9XsSxjXF7iTsBLfEeYQUD6SOwFZtzTqUYNOPC6YOZpJyuOwMcdiJ5Kw0eytDEKDe+a5jmtDRnEFpOrspE8QIPVXejZPu7Tu6wNOpoRJaS1zdjoSCNx1DlVcMvO7JbsQSCORaYPzBQDtvo6qim1tWsx3dZjTqtku1ENa9jhlcOYnhIhS4tywAHUgAE7SRuU1/bkDdbMxNpGsIE2sdwafYqJ7ROD6FSnBIe0tJ2gHeOqmi9peMuYEgzDiBHItCVvbLOD00hBxbtJZNoMa1ogfPn6qp1SXEneeSvX0l2pplnKSqNSoknQH0QTWGXgp0SQCSOp/4T3ZGlnNZ85eZkjeTw/VQTqUMdoQdN9zPIKx9h6LXsqNcY1k+WgB/FAZ929/htmmJEvdIk6yddXcp6IVawp0/FdViXGPAHHTYxkA2UXjPaB/ePp0/BTacvh0Lo0kn9FH0L9rTJp5nHi8k+pQWugLGr8Dy12umZw/pyTrbO5oQ+k81mAjw/bgEEBrtjMbKIwnEWOaBVtg6mdMzQDG0ba81ZHxb0/4igS+h4Wvpu17sTALZ1A1iDzQMYdi1K6plj2jk5p+yZkiD6eRUNfXD7GsGmTRd8Lvuk7tcfTToi9q6YptZfW8Q7K2qPvT8Dtdzw9QmbLEqd3ShwBkag7z+ygebeGqxmojUjqDy6JSoDO66F9HGF92x7MoczwkS0GCdDB8lcDZN+4z/aP0QSF/RzMIG+4VJxG5AHX8FdLh1UDwhp91zrtTg2IOealCi0zu0Ehp6xwPyQCfejmkauJ5TIOnJVy+t8UZP/oa3+UBw9IUJdX9/s60rt86bv0QX1mMNfx23HEenJb0r4TErkF7iFyHT3dWmRxyuB/BAb2nuGOku24ERPmEHcxeiIlEp3Oq5Ha/SEftNiOSsFp27pHQuCDpNK+6o1S9B03VHo9qqZA8Y90Z/aimJl49wgfxm538kLs/ftDakicsOHqHA/gqxifamkdMwUI3tx3RcaeVxLSIcJG8gxz0+aC6YVigJw4hxzPLc2vFtGo35EbK3svHuNWXQ4BlJhcILRlFR88fE54BH+ALidh2rbToUyHEV6NV72QPvEmWu2G7hC6dht8HtBBDw8B8vcdS8CI9PYBBZOzuKvFXK9us6FrpaR5OAc3XmD5lQfbMsoXrmthoe1ryORdmn0MSp7s9hANRr3CBrBY8xIIMEHyUV9J/YO5u61OtZZM2XJUDn5ZymWESIMS4H0QQ39og6AorsSyloJiZPsq03sXjNI62ucc2VKZ//YQLzBMWzAmyraAiBld6+FxQXvCMaaXeasdnB1Gs7jeFyfCsNxBr9bK7aPD/ANIxA3CkcZvsTpUnCna3FNpHiqGm7bkMs5Znc7IFPpeaHvpsaJ1LnHgAOE8D+i5zRwyS0gmnmPhLvhPKHjSf1Vndjfdt+tLnVmOdnnNlcC74W5gCBEfPmtMOo0yO7Lg54PiaIIBAJeWtGjtJHyQDvmGg2mCO+cTmNGqAW5W7yWwd9N9VWmvqNDnM8LXEgtB032A5CY3Tt9d1XvdNKqBEN8Lg4ACGyY1Gkkcyi2VxDMpt3l86Q12UAtMugDecvoggwHDcHRFs73I6YB6HVSt6KhILaNTTN/03DTNpOnKfko1tu8EzSeW8i10+hhBYsPxG2+211F51BbLB5bx12Rr2+dUa6nQc+o14yvcRoBPONToFB0BUA8OaOAfTd+MKaw25uNAcuUcG06hPybCCYo27m4fUoV3AB0AGdILgQZO3wnRQnY1rP7QpU2Zu7dUptJcPjBeAQeLJBPUJPHq9xXqiKNbI2A1ppvg8yRG5n8Fe/o47FvpP7+8ovlsFjDEyCCC7WRHIoO0W9NlNobTAa0cAP3KJ3qimXxP2XfJbiueRQWVeLFiDF6WBeLEA32jDuxp8wEtVwK3d8VCk7zptP5LFiBSp2LsXb2duf9Jn6JSt9G+Gu3srf0YB+CxYgWf9E2Fn/s6Y8i4fg5LVPoaws723tVrAfJ6xYgA/6D8KP/buHlWq/m5LVPoFww7MrN8qrvzlYsQLVP8Aw94cdnXI/wBRp/Fi1pfQi2j/AO3vKrQJAbVYyo0SZ0jKR7rFiC2YH2Y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" width="200" /></a><span style="background-position: initial initial; background-repeat: initial initial;"> Sim,
somos todos seres que atraídos nos aproximamos do que nos faz bem e nos dá
prazer e</span> temos aversão e nos afastamos do que nos faz mal e nos dá desprazer. É
a base da natureza que está no homem, seja ele o mais civilizado possível.
Gostemos ou não, o animal racional que somos antes de ser racional é animal. Embora
culturalizados sejamos, vivemos sob a batuta da regência da ordem natural da
vida. O animal racional que somos sabe que o nosso maior bem é continuar vivo e para
isto utiliza de suas qualidades racionais para segurar a natureza, controle
este que se faz mais do que necessário para se preservar o maior dos bens
naturais: a vida. Somos todos, portanto, qualquer ser humano, um <b><u>lobo social</u></b>. </span></div>
<span style="background-position: initial initial; background-repeat: initial initial;">
</span>
<span style="background-position: initial initial; background-repeat: initial initial;"></span><br />
<div class="MsoNormal" style="text-align: center;">
<span style="background-position: initial initial; background-repeat: initial initial;"><img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQdLT6-wEUBwR_X1Gpf-CvAJEBgpgeewA5BKOrshXTTODkfHgzekQ" /></span></div>
<span style="background-position: initial initial; background-repeat: initial initial;">
<i><o:p></o:p></i></span></div>
<div style="text-align: right;">
<i>Joaquim Cesário de Mello</i></div>
<br />literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-752893070403710722020-10-11T07:30:00.001-07:002020-10-11T07:36:04.347-07:00A OVELHA DESGARRADA DO REBANHO<div class="separator"></div><a 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BihLMqqNZd5CB+vZR29f2wc5I5O/HsbkKgHels/veA8ZaDM8Xn1yWSqqrMq7AC66dyb++D3L/ACwMpmX8ZFcBT4es0pIrVexIIB9O4xBLw6bh07qurwSNIcUQxBvzDemBPXbArjvHXWWIkllAN9g29Egje+13gJOeuHx6VniQqjuQCPloAVWw32N1eE+KwwrqCK+oxez/ABaaYBHkZo1YsiMbC2d6wS5W4jFlJRMw8VvDOlAtU5qgSe23UeuAKcHzkhjYMp3bUQDWk/Q/U4F8X5gaaFYXjUeHsrKT2Y1Y6E0SL9/bF7jHFM1PKc0YAq6dJCg6aF7k+u+FWXffAWchw+WW/CiaSuukHb9sPXKMn4aNxRDCiylRZI6qeu24OxwK5R5lGUUiGMvKxUmztteofQ7bjcYv8V5gmik1T5YGN12B02GO5NhQDtQojoPXAJfHM2JpmcKq71sALruaAFn6YoBceyd7GLvB8mZHJq1Wi+/QE1gPeSjnmQxLZRfOVsCvUi+v0GJFKtNeq9IHm1HfahXtjSYM3w7VGkTKJAdIcULBWiSb8u5qtjtjP+ecj4OemTWJNwdagAHUoOwBIG94D3XhowjsvdKevXpX2rDPwHk7LzweLKWD7i7PUCzdWB/GEPLZ8ounf2rqD239sRvnpGsF2pjuL2N+3TAT5jLpDLViZAR8pKhhXS+o9Mel4gqziSJDEoKnQHJ+Uj9R3O++HnkDhmVJYSr4swAYRyKUpT1YBr1bb4VOcctBHmXWDUBZ1AmwCTtWw/TW3bAQ8V4gMzmZpjUYkbVW5/sMcxXy2VZwNEZJrerN+/tjmAfOc+PPAq5ZVGsrUjEWa/TR7+vthW5e4VHLIfHYhepN19STgzzjKuazaGF1fWAort7G++GDhHLsEUf5sbO5arX9O9eo+uApvyiijTlfEkmZkKKptdDDqxYAUD17i98KPNcc8LnLTpoZDqoGwQbogjauuD03HmyuZy8iNYjck9RqXUVbrubXv6jBTnnItxDi+gVpEKMrCt0osWJO36iftgMqYY6jWz6Y0jmL4a+FCHgcysdwvl3A6kUfNXtjPdIXbAPHLXKMWZQO8nhKdk9WYA3XoNseMlx2PJySRWWTylSo6st6XII2YAj7495jnQLko44AqyEaHFHygDqD7nCM5JJJNk7nAPeTzvEZpGzOViOhVZa0qVIbdtQbZiSLJrY4WuN8RGYSN2Z/FXyspA0V6pVVZ6r2xpXK2faLJkRyeWCN9ZUKVYsbUmwTqF+vbpjNOLZtsyxnYKLpaAALf6jpAF+u2A74Nw6FzGZXIDPTAVsLHUn1w48xcGyUcepgY2W6CkEGx+X+kEljV10vrinyRy1FmlkknfSidei103LHaugxY535djgZQZj+HDKGo65ELKSKBoMvl9dsAWzXGY0yZXQukxglSpIvT5l3O+r17XtjJpDZJ6Wbr0xdzfEpGUIWJVena/S/XbFE4A3wCbwmV1UNJe17j9un74YuPtn5ssTKI2jAPRFDUWBvbexVbVscL/KWS8R3bVXhrq07W2+4F+2NdimHgg6U0MlURZs76rJHQfprf1wGBNixw+FnkVENFyF60DfY4t8xshzEnhoI1B0hVFDygAmu1kFq98U8lAzuqRglyRpA63gNn5WiiGVAaNW02snbSAOw0myTt2xlnOWViizBSJCgABYWSNRs7EgGqK9vXGl8M5fbLZdW8cCZyFnR31LrbejW4bpjJOLztJK7t1J7dBW1DAU1I74Pcq8Fed7VFetqYkC+3ym9sL4GNR5C4llot0bwx4Q1seoaiGO9i+4oYDvmPK5p3jneMtm4yFXwiWBiQE7rVgb9bJJJxn3FkcSyeKpR9R1Keqn033xsfBviNCkrmRZj5dKNS01E+YgU1nb/AGxlHN/GTm83LN2Zttq2AAG3rtgKmV4rLGoVSAASRsL3q9/tjrFRRjmA0fmHlFUjjly0yyagSPOvm0fMUrrVG69MG+K585PL62PiK9VR8wJHvsR13wK554qRGyJpAYjRoYGl/UAF+UHvXXCVnuLSSQpE5JCHyk+lVX2wHef4hJm/CVhbIpRfcFiQPtdYP8LTiULLMYJHWJNFum3hgfLe1itu/wB8VOX+DqEizOuz4lUDspHTVte+NTzHEpRDpYRBGj0pYLEPW5bzBWSugFHALnEuOrDlxMUFkflKQtqG6qtdB0uq2wn8Tjy2Yy8mYBZZhR07UfaqvbrZ9sW/iVG0LRRDwCkiJKrRKQSNJFEWQFJJah7emE/LzEAqDSnrgGPkl8irOc8LFWoIJ/he+GPnnJZILHmoowU0rpQALHKWPykg6gyrZO31OJ+R+BZX8N408RckgaQhkPmNAhVBNe5xT58ycECGNNSoJQyJtoa1OopTXSnrYG5wEHCs20uQ4jIiLFYQBIwdIpd6B6WMZ/A1EemDUfMDx5Z8tEKRyS7H5mB7e222AgGA0jlfmrLo41BUBXS1jyk7C/oa/fE3FMx+NzIyzKpiQh9YJY2wNAMNgCD0+mM0qsaFy/zJGMrpYaJAQdYI81ALR3vYdPpgDvEfh7DJl28GMpKFtWHeh3B7H1xlOe4bJC4SZDG3WmFGj3+mNszHFIBGs3lZtGgsTfkO5UG9gSffGN8UzDTSs36R5YwBQVFJ0qK7AYC9wDgzTSokLeZttVHb67Xh74rwTP5GIEOMwhUghUJK0LH2/thP5a4rmof/AJaMyVRICEj7laN4e+M8RR+HvLDGUCRmRWrZJGYK4BJvVbEdMBjmclLsW9cWeB59YZNTBjsa0miD2+2KLYm4fBrkVCaDGsA5z88ZqUeTL2gBDlVY6rFEsVFX7+2E/ivh+I5hB8Im1sbgGtj9DYxrHL/JwiTxI5pAa+QN5T7EdN8KvPPLP4cRzJHoikUCRQWOlySf1Dp/t74BCODfAVWSo6oqzOWvYrQ636HAiaIqaxJkswY3DA+oP0OxHvgNv4FwXLGJPEVdTnSponotmyAdP3xlfNvBY8vNpSQtqBbSy6SnmNAgkncbi6vDRBza8aHKxr47mirRNqU2LA9bHeh1GFjmvhubDeNmoXj10AWUgEgD171gF+q747xxVxzAaHz6sJqjUl7AD+MK2S4NPMPy4ncD+lSf/GIoFeZwvmZj9Sff3xr3KWYlXK6YEjLggeewK/VYG4PpgE3kblCWeSeLW0UkQVvCbbV7ke2374K81ZmXLQlZ0N7qultvqQe2CfGePLk84mbEajUypYLamT/6ge/LQ6ihe2JPjpmUfL5ZlcU51Ch8wqwb9B1++Ax3O5x5dGs34aBF9gCSB/ODvKfA/F8zoSvaxsf98LVYYMjNmJH15ZNAAChUG37HYn3wGk5XhRyQE8DEpVvEflI716N74UuYIpM7OkUI8QBiAyL5RYG3273gll//AFGKIidQ0TjcsbK/sa963xPyZxTxLZQ0YB0eQAAsxNMdK/NXp0onAZfm4GjdkcUykhh6EbHEWGDmmVJHLsxacMyynan0mg3T5iKv1rAFFwEgUfXDh8OuW0zUrGa9Ci66A1udztsBhQEdY0zkyB8v4ZkLDXRVSNhY2o3Xmvt1og4CTmnk3LSRwtk5oV8RtKeclXq9hpB81jr02OFDhHB1eJjrbUp86xoCVXVpBssPc7DpjSOeGKZadlGgGPT5TVd9gOm5OMj4ZxF4nBRyl+ViP6T1BHcd8Bt3AguXjRIsr5CCXltATQ6nck3eMs5+nlWRV2jRlOqONzRIe/ONgTuO2GbjvNL5XKiFCPEkFh1oroP6h6E9KrbAbkrlY8QdmkN6WGssSCQQdwd99umAQDg/y74SRSyPWuqj1CwD16fS/wCMNfxH5CTKokmVSR1JIfYtprcNsNh1vCHwbiJglWTSrgfMjCwynqP279tsBr/B+Lhsukiu6vHZCq2lW1ddYX5gN6vpgPxfmnLtlJII3iVjqJWTU1ljvuSdz2OEDi/FFaR/w4aKEnyprOwPUHf1vBPkfg2Xmm/+KkEcYFi2C6vuf8YBWck9ceKxpPxE5MiiVJ8kC8ZOl1j84FAnXYuh0B7dMZzgNW+GPCUgnjk1LJ4sdruKB9O5sGgfbE/xZ47JL4WRaNVl2klKEsou9IUkAnbc7DGZ8DzLrNFocr5xR9LONekyIWR8zMI3mkjUQsQSp0WG2v5hsa9MBQ4V8JY5Iw3jtZG9AV/OOY0HKwpmIVUyOgFGo20UaI6r2N9McwGA5fJZrLssyo6ld9WnYfUemNK5OzsjIMyF1LJswjHyMuxFeh64J5riOVfKCXWxRjppIWLner01dWKvA7lmWPLTS5PXZFMradNgqDuLNMAaOAS/iPnkaUIjuxvU4exoJFBQD0FYFZ/jZnyEULnzZd/J7ow6f9p/jBL4j8PqfxRuJOnrt64TKwFnI5NpZFjQWzGgP+e1407kHhSxS6XOy2CV3GoCwN6FnoMZdlZmRldDTKQVI9RjReTOJN+ILOugyMWIPQk0SR9TZrAaBxLjEUmVLHLZgE+XwfDHiV01AXWn3xkXD5kyWfkVJdcUdmyQNRC+xrUNRG3pjTOaOIiINPpGnRV31IGwAquuMJkNkk/U4CxxfMrLM7oukMbr/P3wX5O4A2ZmQFG8EHzsNgAOos/4wvAY0vk3j0RWJTGUaLyuy/IVPRivqTsTWAN8x8pcLaGbwXWGXLga2tiAW6ahRsHbpinyhLpk/wDTZ9L9SjAkgkeahe4237b4b+Zc74cGuOPyBDqZSAAK6+prtWMPymcdZVlDkOrBw12S1+/XAarzRwJGy8pAcmLziMs1OoXe9+u9jbtjFHG+Po3lriy8Ry4klUK4LxORe4719Rvv0xgXEch+fKkGqRVkYKVUmwGIBwFJGJ02dgK9aH0xuvKuRjEYjB1rp8xAKfMP6duoxiXDsi0kgjX52ahfrjR+HclZuMCSHOsrAAVRI27dar7YD38SM/FlI4osvs8epEGtjpVxbWNW561qusZBhs5/4zmZ5RHmVVWiseUfNdb/AHoYVKwHQw78rcjrmY1d5SNW4CjoPe8BOUODDNZlY3JCkMdjVkDYA++NQ5EUJGgjUA2bQmz3HUir70RgB7cmPlEf8NNIxaORUWzWsrt5QdNkWu46kHtjNM1w3TAsoYXqKOh+ZSD6emN2k8ZV8CXMyGTUH8VY0Uhb/wDbHUdL3674yH4j8PaLiOY1itb61PqrdD+9/tgF7IzGN1cC9LA0fbDRwfizZvNRJmpysbOa/pRiKBrtvQvCnI+1YhBwG4HMS5KRoNaORvWoWAfXHMY48wcA7+IbLsTerpX8Y5gNZiz95hprc9Fok7KFr5r9d6rAbP8AB51mE6AnW2pCOo3oH74YZ+U54AIpswiI+rQ1jzMFJAF73jN+G815qA6llN1VMAw+m+Af+dsxEIMs0yUzFrX02on39sZZFl9bkKdr/i+w79emLfHOPzZpg0zWQNgBQH2xPwhDqjVVOvVdizY7eX263gHvlfkmMMjyA0w6dxe921/TYYcm4bGziGaEmI0EmDDUp7DYCx/bEHBpNUS2Tq/UD6fTBzNRxBSAyhlXWbYeUDcMd9h74ATmeBRRrNEW8bwytq42CuCfudq9sLnEeQ8nKLQeG3qjbD/tJrBXmPjwjkObjKvDPB4cjIbCut0ffzUL+uMgfj84clZWHpgO+YeAPk5hG5DAi1YbAi/TsfbEOUzbJehyhPWu4xLxXjcmZEYlNmOxdeten0xY4HwZJyo8R1Ynp4d+UD5rB6XtgPEpzOh0DSsl2wWytHezXbFEMFAIHTsRvuMb3wDNRZSGCJUllMjeGWWP5SO7i/Kv+MZt8U8vEZpJFDrJ4ughgAGAXd131aboX064BWh47OkTQRSMkbnU4HVjVbnr0A2Hph6+FMKaHF6Xe/NvddB07A4zINht+H+bmSYmLUw6FQaH39sAT4Xyn+H0ZiR38UTsmkVtRK6jZsjv9xjQFzc6oqxxx6RJ+Y0jmvDrdlK9WHoawm808ZLeJPG6mLWqMCbPiLRLLe41Aab76cG+Hcy/lLB4TszKBYFqCa2JNC6OAV/iikREkjQoHLIMu6u5Zl/X4i/KPQXvfTGaHD1zzxuS/ArSP1enXoOxHveEpUwBPlvKvNPFCrlC7gKw/Sex/esaHw3gubyUhM1nzElhvuTd+4J3xm/BuINl5o5k+aNww+x6fcbY13jXxayzwkRws7lbAOwVvQnr9xeAGc0cyIsPiB28QHyqbomv2264l+J2VjzmRgzkboZIlGsBgToYb9+zV/OM1znEZZvnZm81ha2s9T9axUOUO7UAP+WMBSkTHeUyrOwVFLMegAs4mmO2Gf4bqGmkQkBmQaCezA2MBV4ZyZmySXyz6a/qVTe3v9ccxts2aVUVnIW9jZ7+m+OYBI5ullbJaWzMUjZSbySI9uVYEaW2rUPqbr1xlcoxonxCSIMngsqQSguwjXZnViLNVft6b4ThwxW+SVSfRhX++AEgYaOWOMCB4ncEqp0sQNwp7/a798B5Mg0bVINLdgeh9we4x1vut1tgNZ4DnIpX0IzOrKGLEkNv3B2P/nB7NcPy0OqQhPElXTIzkBnWqAr5T+29YW+Rsik+WXwn0ZiA2K3IU9RX6oyfTp9cQ85czz5cGGSOKTxEJRxYoWR0Pf74Cp8QOJAZaNIWQxnykJVCqI2HQbdMZneLaP1HXvixluEPK1QjUKBJ6BbwFHJxMzgJ1PTDVymHhdpGYJ+Va+JtqGrdR6X/AIGJoOCLlEM0jaiBuANvoPvgVkMrNn8xVE9zXRFvtgNCi+J2WjQoFkax1rYfzdfTGacy8U/EZmSXsaA+gFDrvjXeCfDnLldUkSgHop3Pp1vCF8UeDxZbMqsEfhoyWVHSwasXgEqOPUaHXBaCIxq1Md+oB2OBINYIQzsyEDrgI8qxL2FskihXXesa9yFwdh+ZmAFfbSt9K/zhW5E4LFmI18SndNZRA9Ht1AF9TsPrh44clppkJjJ6GM2PsWBwHj4gcsjMwEwqomj3G4FjuD2G2++MV41wybLyaJl0sQGG4IIPQgqa7HG4x8tRL+IZwz/iRUxBOkgDsL8p3vY9vtjD+LZozSAADSgEcSqNgq7ADufWz1vAUEAN2axd4Lw55n0oaNbknYC9+uDTcg54Q+P4VrVlVNvX/SN8XeRuGwyTCDNloyd47FBj002dwe4wD1yjlctkIHMhDMFMsh06iAALoAE0On74oc75DL51MsYJ0iM2polKMA5rc7DymrFnBbh3E4YomOYZdMJK23Va2qutkdu94QObviC+YuKFRHFdKwFOVoiv9IPoPvgEWU0fpixwzPmGVZASKPb0xayvL2Zl3ihkkFXaqTipnuGSxf8Auxun/UpH98A98+cR8bLZbSdixNn2AFfe/wCMcwO5c4tk/AWLOayFNrpBNHcf2OO8BzmniTZrMFtBiVPIqEdN7Nj62cLpy7Kd7X0PY4scU4q0shkOxNWB6gAX/GIYszdWSaBoYCx+IkcC6brp19ffSMF+E8nZucExQkrQJLeUNR6LjrlzhMkzq5UEFhbE1Q7isbVDx7L5PLKZXCoDoBN9SLoBQT0wGMvFneFzo5uOSrXurA9QfUeoxrOSlyXGcnrljGpAQ421xtW5Ujej/NYG/ECPLZqbLQSNKGcF0aNAaUg+ZmYgBRV11+mMkyPF5cq8hgkK3aH0Zb7jofXAUOL5bwppIxdKxAJ6kdifesWuWuLHLzajupFMPb1+xwPnkLsWYksxsn1xGMBpvEsic2ngxkW7JRPToWvbpe4+oGNF5e4JFkYAsKhjVsf1Mf8AO+2MW5S4qYSCSw0spHuASCP5xruW4nK+rw1BTSWVSDqIvzj0JB3GAs5zj8yovg5VpZDJpaM+Uqu/m3G47WNsLPxFzESzE5mCBojA3huzkyeJRACKGHRqN1074c+G59XjOg224KMaIPoR1GMn+K8Mr5hAU+ROkdsBqJ9d+306YDOsXeHJv6Yqldz6jqMMXBeHGgzd96wFfII8UitGzIwN6h7env1/tjU4uLKuXSbMyR03cUvt8vr6gYRc8ViRr6Dp9fTCfPOzm2JPpvsPp6YDVOZOccoyMsWYmvSaEYOkmu5NYSORTEuYEkwFILAJ2v8Azh65E5GyskSTSgyMRuCfKD6UNzibnzkXL/hmkyseiSIFiFumXv19BuPpgG7g3MmWkICuoJ9xizzFwWHMRghVaRDqjbuGHoRWPnIwzQlWKyJfyllK39LG+Na5O5gdMskmYYMovTvud6wCd8XZf/jQlaSIkL/6mN7/AGFD98K3AMuj5iNZBaFhY9R6bYcviLnIs9LDKqmN9o5GPQpezf8AbbfbDFPyvBkhA8CI8gI/MlLHUp2JXSQAwPbfYg4Bu4FlY400IqxgfKo2/wDJOBPxD4RLNlXWMJqNf+5QFX11NQWvXBbLmSUAxuvQhlIKtRFeVwTR+oOFbjPBooslJlZHkzAS5iZZKth5gpb0odPrgMc4lkJMtK8MoAdDTAGxuAeo2OxGO8Q8Rz7zyNK9an3NCh0AAA7ADbHMBJLjuFCegxwvv0x34xwD1ygcuIfEZm8WFlDBha+diBXoK9capwnI5dofNEhW9dMLS/6tJsA/TGB8s8VSGX80FoXGmVB3HY13I6jGt8Kkly6RnKSxZjLyEaBI+llHs3cAdiAcBQ+JHGR+EKK+ovIBagqNNMSPcbDbpvjKAQ3Ub4YueeZvxkwqMRrFqWrvUbon+NsKurfAWOHZB5pAkY39fQepwy5nk/wNJkbxNV14Y2sdifpvgHknaKTUhO9D0u8Ns/GZGjKAroFWOnruO92MBVycEakKY1vqKPU179sMvKvG3y8vgyC1LeU38pJI2v8ASQKI9hhMzPEAlBq1A7ae1bC/U4jznGtbWt9B126f8OA2bmaSExbqA7g6XGzKdBINje9sYUeNS6tWt9fQksbOGFubGmjiikHyN85PboBQroO5vCc67nAFOIcU8dLcAyJVOBTFe+r164M8MfYX1oEe4wpQmiMMnCsyCgU7MhoYCTj9mM+4v7qRf8Y98J5OPgLmczIkELURe7ML7KOl4nzieUE9j5h7EUf74e8pzBl83l/AdkjkSPS6MaDqFGkqehpgCPTfAFuGtogUZeEOFFhbonvsCDuR619sVOD5udsxPK2YLQOpCQlfNEbANgDSK3A332x3yrnrdDqsBavDLxd9S7CwN9ttxgMO56zMkUYyU00uYkWXxTJJewK0FWybsbk7D0wO5eaSVWWz5F8tD0//ALiLnhic7NqJJsdTdeUbfa8T8B4oYFQhVN9RW5HucA08vcN0sjTxgRLvIzHooXuPTr/OLU2Yld58vltQy5jSXKhwDYsN5Sdwp8wA7dPbCjxLiEuYJFlUO+kH37+vXDt8Nc+upcrOe/5D/wBJPVP+k9a9frgCPKHGQxKnyuvzoeoP+2IfiZm3XJzEKArLpsXe+3074beJ8oxyt5lpj+tdiPex/wA2xjnNGXzSSNlJ5WKoel7H0PvYo4BAxzBafl6QfLTfwf5x3gIHSsQOMEpY7BxW8IBST17e2Argftj0JD03x7y8YN70b2wy8o8oSZ7XoZUVTuW9cAtqneiRjtothRvGuwfB0mI3mQHJ2pfLVbg73174Dc88ifg8tAY7kkDESsoO9ixt6CqwCHkRZVf9QrFzi7aGCDY1vinFaPuKI7HYg49Z2Qs4Y9awEIHTucMvC+SczmIvFhCP/pDAH+dv5wD4fljI4Va3Pc0P5xrXJswykaK8iks3QEV1qgb3O+AUch8Ms9JWqMRi6JdgK+wJNYVuNcNeCZ4ZPmjNGuh9x7HG/Sc1L+PGS8GQmrMtgCtOq69Nq64Tecpkds6cxko4gsZWDMG9Uj2NGnoDaknYUK3wGRAYLqlGNj+sDV9thgbpxeizA00wsBCor17H7HAHs2wWJvNV98eOT4zmc6qhQVKEFD1YVvXuOv2wvySs9ajddB6YlyOaeJ1kjbS6EFSOxGA2CLlN4WPhSlQegIvC/wA2cZzeQZQXDmQEiwKobY1Xl/iUedysc4A8w83+lhsw/f8AjGd/GXhxaKCZBaRlldv+vSV+2xH3wGScQzTTytNLRZzZoV2r+wGCWQgVh5fuPTAuQVjrJ5sxvrAv2wDLlctTX9cSO+kijRBu/Q9cD4uYFJ3Q0Rv33xdyrxyC0az3B6/scBo0HMf4mPKmRiWEio8YNMHXzLKpG9EAgjocefi/w5LizCnzsCp22IX37EX0/wBsI+V/KkjkHVHDD7H/AGsYcM1xb8bl83l32lgqeM/1IRuR9iTXbUMAmxDUoPfoccx1kmIsY5gFkDrirmDqoAfX64ux1jyIKF4CXh/LWalGqOJiBuW2oD1O+22+HTknJvlWZmmUqdgiEGz67Htj18NeZ44g+VmbQrktHKeisQB5vbyj+RixkcvEs0yRqksRlawN7s9QfTAOvHedIskkQdHlaVdShNhW3Unv7Yi5w4lmkWF4CIohT5iRqLRqNJoA9zZXYE3tg3wvKqYxpX5VIjDnUFNbUWsj7YUPiOZI+HskhFs67hrJs2RXptd4DJ+OcQ8fNSzgECRywB674Hrf3HTEpTrjyq74B++HGSysySJIQMwD+UrGlYH+/cHr1w2ZKFIJDlk0yQhirA0a36H+2MpyXD3eNnSNm0keYDpjVcty7JIiZvLkCRkBkjPRyB1vscA5TQBITpPhoKvfYAdhZ2FbYyz4p5yOWKAx35XddxV7A2P4xofCeNM2mKbLSqx7FLX/AO7pX1xX5s5HXPaTqMWgHSAAQbrc/tgPnwHHdYO818ry5GTRJup+Vx0P+x9sAyMB6Ax2Fx3GcTlcA+/B/mTwJzlpDUc3y30VwD/+w2+oGNM49k0khzKyH8pkOod1IF3+9HHzqpogjYg2CO1Y3ngHFPx+QdtvEeNkkA/rC1/+Qo4D53c3ucdxpZAAsk7YK/8A+czRjDjLy6D+rQawT5V4FKMxG8iFUVt9Qo7ex9++AuZD4V5uVA50JfZjvv7DBEfDKbLTKyyI40MbO3mFeXc9xZB9sa7w3Po60hsDqaND79MDOcMur5V/EKBeup2AVT2N/wC3XAZWaN4H5tZEBlhemjRgfdG2Ye/XphizPDolyv4mKdZk8Tw30qQFNWSC29dO3fGc8x55mlKaqQVsPp/OA6zPH3vyivf1xzAxYq63fp3xzAG8vFeJszEAm3W9sQxNWJgmA5wVU8ZPEOlbHm7A3sT/AKex+uNQznKk2Wf8Tl11xt5pIx1W9yV/qXv98ZZLDWG7hHPmdijSJXUqi0upbND36nAaJwTiyzx1GwB6MLoj1HqKxn3xPzAV0hDBj87kEnfcAWT9/vg1xng+fzCxziCCJpCtvE2l2sbavNVfzjPuJwskrq+7KxVt73Bo7998BRy6Cxd6b3rrWG7gXKCZyUeB4ogHztJVn/p0j++F2OOxh25P5ukykRQxiVf09iNwKv74DVuH8DgihEKIAo9PX1+uJcrlPC8oHl9v+bYFcI5yy08oiBZZT+krt77jbscMuAHqm+w2vckf2+/fFiN6BxFxbiEeXjaWUkIvUgX/AAMZZzZz+2YjaKBTFGdmY/MR6bHa9u/TABfiVzGM1PoQ3HESL9W3BI9sJEibX74vyRgna673jzJBttWAooMTpYOOtG+LLRXWA8Km+Gv4ecbOVzaqzVFKQr+gO4Vvaif2OF3w7xGyldj0wGo/EPMTxRMySMAZNCUa00gY9NiCdQoi+lHALguRzGahLiYeP0HiAaWF2QaW798dtzjHLE0WZVnDQaRpA2k6ajqNdlIPUW3rgzw/L6IMvMmzBlDDsQev3wEOfyMucy8GTmTM5eSEi2WNpI5KGnYqR9ReCMPCI2gbh9GVI49JtitsHDMbAbSb6bHbD7k28t9qBwAVYBKHRHDu5og+VixJaxq9idxgMvzmf8ORsoqLHFCxAjQkgt3Ys27MfU4QOOoBO21A7jD3xtElzOYe3WpnXaj8proR02wiZy2c6jq7D6YBv5I5gyGUiZszAcxOzVuAQqdqLd7xzC1wvIPMSqgbC+v0xzAf/9k=" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para singularidade humana" border="0" height="200" 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" 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Não é fácil ser singular, embora seja através da singularidade que nos tornamos distintos, particulares e únicos. Não é nada fácil ser singular, pois significa viver a existência de maneira una, como mais nenhum outro. Realmente não deve ser assim tão simples ser singular. E por que será, já que a singularidade, por ser fundada na interioridade, faz-nos ser o que deveras somos? Talvez porque em um mundo social onde indivíduos parecem ser produzidos como em série seja difícil ser singular. Em uma sociedade cada vez mais tecnológica o ser humano vai se coisificando e, assim, se transformando naquilo que Marcuse denominou de "<i>homem unidimencional</i>", isto é, consumista, conformista e acrítico. Ao impor seus padrões nas pessoas, a sociedade capitalista e consumista nivela-os tornando-os quase que iguais. O pensamento único predomina nas consciências humanas. Exemplo melhor disso é a moda e os modismos. Marcuse à sua época tinha uma visão sombria do homem contemporâneo que se formava então. Hoje, sombrio é pouco, Vivemos tempos de nevoeiros mentais e de brumas criativas. A safra é parca.</span><br />
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" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para efeito manada" border="0" height="118" 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" 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Ousar ser si mesmo, separar-se da multidão. Kierkegaard falava do "eterno zero", isto é do homem resignado que se inclina a se assemelhar a tantos que apenas seguem o curso "normal" das coisas, impreocupados em se distinguir uns dos outros. É muito mais simples se deixar levar pela maré; ser - como diz o filósofo - uma imitação servil. A doença mortal que corremos o risco de ser acometidos é o de desaparecer enquanto sujeito no meio do rebanho e da manada. O distanciamento em relação a nós mesmos em pró da dissolução na multidão não nos parece mais uma ameaça possível, mas sim uma acontecimento já em cena há algum tempo. Pobres de espírito, sedentários mentais, apáticos e limitados, o homem dos dias atuais, em sua enorme maioria, carece de originalidade.<br /></span>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQl63MzF3olXVfaTpCf1bBoFiEwOSwHSZ46HUDn8dKaa034g26T" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para singularidade" border="0" height="166" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQl63MzF3olXVfaTpCf1bBoFiEwOSwHSZ46HUDn8dKaa034g26T" width="200" /></a><span style="font-size: medium;">Em tempo igualitários e massificados ser singular é ser diferente. Tomar atitudes que ninguém toma e escolher percorrer caminhos virgens ou pouco pisados é ter - como diz o ensaísta e poeta Agostinho da Silva - <b style="background-color: white;">"<i>a coragem de ser cão entre as ovelhas</i></b>". É preciso ter raça pra não se adequar e não ser menos do que se é ou do que se pode ser. Pensar diferenciado pode ter lá seu preço. Pensar por si mesmo, ser um sujeito-crítico, dizer não a antropofagia reinante em uma sociedade pós-moderna que a tudo devora, resistir à dominação ideológica, é ser um indivíduo verdadeiramente individual no sentido de sua especificidade singular, idiossincrática e potência criativa.</span><br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRf5qGna9vaIvKmAQ6cK0v35jT4GBxHZbJxGnOE6ntH_wR6QtmMLg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para autonomia, liberdade" border="0" height="139" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRf5qGna9vaIvKmAQ6cK0v35jT4GBxHZbJxGnOE6ntH_wR6QtmMLg" width="200" /></a></div>
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Pela ótica acadêmica muito se discute entre ser um sujeito autônomo ou ser um indivíduo descartável. Evitando alongar sobre tal embate, podemos resumir que para ser um sujeito autônomo é necessário se interrogar. O próprio termo autonomia é definido como a capacidade de autogovernar-se e autodeterminar-se. Um sujeito autônomo, pois, é aquele que gere com liberdade sua vida e efetua conscientemente suas escolhas. O escritor português Vergílio Ferreira, inclusive, é contundente ao dizer que se deve dizer não à liberdade que é oferecida, afinal a liberdade de uma pessoa não passa pelo decreto arbitrário dos outros. E continua afirmando que é preciso dizer não à igualdade quando esta nos nivela pelo mais baixo que existe em nós e não pelo mais alto que igualmente existe. E conclui que se "<b><i style="background-color: white;">é do não que te limita e degrada que tu hás-de construir o sim da tua dignidade</i></b>".</span><br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTKiHLYSHMmbfnQVWB-k1OaCc1-pBtCua3BMl8qFcyCJEQ_4r1s" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para mediocridade" border="0" height="149" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTKiHLYSHMmbfnQVWB-k1OaCc1-pBtCua3BMl8qFcyCJEQ_4r1s" width="200" /></a></div>
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E por que tantos de nós queremos ser tão iguais? Se todos fossemos iguais não haveria cada pessoa, cada indivíduo, cada personalidade, cada subjetividade. Muitos querem se parecer com a maioria talvez para se sentirem aceitos, supostamente ou pseudamente aceitos. Suposta e pseudamente aceitos porque se assim for a pessoa seria aceita ou amada por aquilo que ela aparenta ser e não pelo que ela realmente é. Mas é tão difícil ser quem você realmente é. Parece ser mais fácil esconder-se por detrás de padrões socialmente valorizados, embora isso possa no médio e no longo prazo cobrar seu preço, o preço de ser inautêntico. Ser-si-mesmo, ter sua maneira peculiar de ser e de existir, é renunciar à convocação que nos fazem de ser qualquer um do outro, isto é, ser como os outros são ou como os outros querem que sejamos. Mesmo que façamos parte de uma coletividade, somos acima de tudo uma pessoa, não uma impessoalidade amorfa mesclada a uma multidão amálgama de um rosto único.</span><br /><div style="text-align: justify;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtAIEImKaTPLz3HnPqcB3OkjmkZHet9n7rn3d_GjUoIsmSgcm34Q9SlnnKgP5RJZCfSweyfXJEfMXyLtptnlGOG-N7EN2blv71YVvavIxTxCqoX6q-2AkCadRZ4E-nHT3WmCaIH8BlckI/s840/image.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="560" data-original-width="840" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMtAIEImKaTPLz3HnPqcB3OkjmkZHet9n7rn3d_GjUoIsmSgcm34Q9SlnnKgP5RJZCfSweyfXJEfMXyLtptnlGOG-N7EN2blv71YVvavIxTxCqoX6q-2AkCadRZ4E-nHT3WmCaIH8BlckI/w200-h133/image.png" width="200" /></a></div><br /></div><span style="font-size: medium;"><div style="text-align: justify;">O romancista e crítico literário Paul Bourget já dizia que "<i><b style="background-color: white;">é preciso viver como se pensa, </b></i><i><b style="background-color: white;">caso contrário se acabará por pensar como se tem vivido</b></i><i>". </i>Ser autêntico também acaba sendo uma certa luta interna consigo próprio, afinal os ensinamentos emitidos por nossos pais, professores, família, mídia, comunidade e o mundo ao redor, acham-se entranhados em nossas mentes desde há muito tempo. O "eu interior" muitas vezes é uma imagem construída cheia de convenções, ilusões, fantasias e cobranças. O falso-self que tanto nos fala Winnicott é uma espécie de segunda pele a nos encobrir. O verdadeiro-self, ou seja a nossa essência autêntica, é um potencial - um potencial que necessita se transformar em ato, ação e vivência.</div></span><div><div style="text-align: justify;"><div style="text-align: right;"><br /><span><br /><div style="text-align: justify;"><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVM2EyFt5HC19EtcG61bZUHyfqslPkHMF4-ZttjfQfS1wvPySDQJ0WagV3KwrY5mNyONdlCINjC9z2U7JSdBITyFU7mh-RtXSI0UGEb2RKLMbrV6JsoJ9a_kJ0oHfTw1yQY4ls4HW9ZDD1/s512/image.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="337" data-original-width="512" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVM2EyFt5HC19EtcG61bZUHyfqslPkHMF4-ZttjfQfS1wvPySDQJ0WagV3KwrY5mNyONdlCINjC9z2U7JSdBITyFU7mh-RtXSI0UGEb2RKLMbrV6JsoJ9a_kJ0oHfTw1yQY4ls4HW9ZDD1/w200-h132/image.png" width="200" /></a></div>Nos contos infantis é bastante conhecida a história do <i>patinho feio</i>. O patinho é feio não porque ele seja de fato feio, mas sim porque ele não é igual aos demais - na verdade sequer ele era um pato, porém um cisne. A mentalidade do conjunto de pessoas que compõem o que chamamos de maioria geralmente tem dificuldade de aceitar e lidar com o diferente e com a diferença. O singular - aquilo que se distancia do plural - frequentemente incomoda.</span></div></span></div>
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSPjULCAb_WeniqkxlcjXyJe1gLZBzkqlmJdlXjSfx4-oUPtntH" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para individualidade" border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSPjULCAb_WeniqkxlcjXyJe1gLZBzkqlmJdlXjSfx4-oUPtntH" width="150" /></a><br /><span style="font-size: medium;">A questão dedicada a tentar responder <i>como e até que ponto as forças sociais moldam a subjetividade individual</i> é ampla e profunda. Sequer caberia em um espaço de livro volumoso quanto mais em um estreito espaço de blog. Fica aqui, pois, o alerta a se pensar sobre a conformidade frente às pressões sociais. Uma pessoa em conformidade acrítica é uma pessoa desindividualizada no sentido de massificada. Um indivíduo propriamente dito, com ideias e gostos próprios, e neste sentido (<i>stritu sensu</i>) autônomo, não é caracterizado pelo que ele faz, mas sim pelo que ele pensa e pelo que ele é. Forças inconscientes ao ego consciente - não somente de ordem instintual ou pulsional - estão à serviço de processos sociais de estandardização de corações e mentes. Paranoias á parte, comungamos com Adorno no tocante que o sujeito psicológico condicionado e massificado pela sociedade se torna coisa, ao se dissolver sem perceber na maquinaria da produção social, transformando-se assim em indivíduos esvaziados de verdadeiras individualidades e valores. </span></div>
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<i>Joaquim Cesário de Mello</i></div>
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<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBhISEBQUExQVFBUUFhUaGRcXGBgXGxgWFxwWHRUWGRoZGyYeHh4jGRgaHy8gIycqLCwsFh4xNTIqNScrLCkBCQoKDgwOGg8PGjAkHyQvNTAsMC00LywsMSovNSwsLyksKSkzMCkwKiwsLC8sLC8pLCwsLCwsLCwsLCwsLCwsLP/AABEIAMIBAwMBIgACEQEDEQH/xAAbAAACAgMBAAAAAAAAAAAAAAAABQQGAgMHAf/EAE8QAAIBAgQDBAUIBAsHAwUBAAECAwARBBIhMQUTQQYiUWEyUnGBkRQjQmJygpKhB7HB0TNTY3OTosLD0tPwFRYkQ1SDsqOz4jVEZHThF//EABsBAAIDAQEBAAAAAAAAAAAAAAQFAAMGAgEH/8QANxEAAQMCBAQEBQQBAwUAAAAAAQACAwQREiExUQUTQfAiYXGRFDKBscGh0eHxUhUjQgYWM3Ky/9oADAMBAAIRAxEAPwB/UXG40plAUsWzH6Vgq5QzNlVmtd12U79BrUqoMsRbEizuhSIm6G38I43BBUj5rYg1zUS8qMvPRayUuw+HVYf7S0vzsH7OeVPs1S9/u1KwWL5ik5SpU2IP2VYEbGxVgdQDrqBWz/iP+oPtMceb42A/q1EwiFZpVLM5YRvmYi5JzodgANI10AAoGlrhLJguqIucHePRTqKKKaItFFFR+IY9IYy73sNABuzHZR5n95OgNQmy8JtmVIJpbN2jwy6c0MfqBpPzQEVVOIY+Sc3lOnSMegvu+kfrH3W2rTS2SvANmC6rxE6K0N2ug6LKfuAf+TCtbdsE6RSn28sf3hqt0VQa+TYKZ7p+3bA9ID75AP1Ia1N2ul6RRj2uzf2BSWiuDWynqpnumzdqsR4Qj7rn+8FY/wC9GJ/kfwP/AJtK6K5+Lm/y+y8smn+9GJ/kfwP/AJtH+9GJ/kfwP/m0roqfFzf5fZSyajtTiP5H8D/5tejtXiPVhP3XH9s0poqfFzf5fZSyc/74SgXaOKw3Odl/Wppdi+080zXRmhQaAId9NWLFQTqbAbadd6XYw6KPFl08hqfhv8K9rVcDgNQ0zSm4BsBb9VmON18kREEZt1Jvn6LXyVve2p3PU33u25v5nWpeC4jLCCIpCgP0bKy38QGBt52tetFFah1PE4WLQsvHUyxuxMcQfVXDg3aZZiqOCkpHlkZgLnKbkjQE2ax9tqd1zPw3BBBBBIII2II1FWLs/wBpMvzc7MbsAkh1tfTK5vffZjf0rE6UhrOHmLxx5t/UfwtfwzjYmIinyd0PQ/yrVRRRSlaZFFFFRRFFFFRRFFFFRRFRcLrPMfARL8A7/wB4KlUtlwMiyO6FjnIJyvkYWVVtldXiYd29yFOp1NB10LpoSxmqqkJFiBdNahT6YiM+skq+8GNl/IPS1eM/OcrmTcy5XLy8KxuFLH0ZQNFG9rA6b6VJTCyNJGzcwBGJ+caIXujrYJCtvpbs5tbbWk9FRTRzB50CqEwfk0HVM6KKK0iKRVL7QcQ5s9hqsZKIBrmk2cgDUm/cAGvda29WriuO5MEkmncUkX9bZb/eIrPsV2dEMKyuLzOt7tuiHZR4EjVupJI2ApXxOpEMdt0PK+xACqDdncaVuuGfX1igIHjkLhvdYUnxLzRMRIjC26svLe3rKrHUfs612yonFuFR4iJopRdW9lx5qTsfMa1nI6/Oz2i3ffRDlztbrk6OCARsayo47w6XBzMmW6EyNGWbUo0jBL23I3PWzr1rwDx1/KmOVrjQohj8YXtFFFcqxFFFR8TKVK2IFyQc2g2Jvfx009tegXyXJNhdSKK04WQsuY21vttbpr18b+dbqhFjZeg3F0UUUV4vVGxQsyt90/eIsfiB8a9rbLGGBB6/6BHsOtQYcUt2UsCQ1r6C+gOnQnWxt4VtP+na5uA07jnqPTb1usfx+jdjFQ0ZHI+u/spNFFFa5ZdFYulwQeoI+NZUVCLqK19m+0DSsYpSuewKNopcbMLdWGh03B201sFcyZbj/VwehHgRver5wLioniBv31CiQHo9tT4WJuQf2ggZivpOQ7E35T+i3fBeJGpbypD4h13H8JjRRRSxaFFFFFRRFFFFRRegVBwqSygSETLE9uWYTExUbEyo6k3zX0XNYCxAINTahTTvBKjxLfmO3MjG0gCOxIG3M7os2l9jpYgKuEvKJiNiM+yqJw61wUyw3BQsZhmdZAzu8enLdSSXcrZj3gxLBltbMdAKjS4KdFcvJCqRgnmsrMWUC9yilAptvZjc7AbBvLDHiIR9JHAZWGhF9UdDurDQg7ioPaVwsMeY90TQ52NrAA3Um2msgQbbsKy9JVT83A11i455D32uhAS3QqPA5KKWGViqkr6pIBK+46e6s6hnjEAFzIth59OppfjO0WbSCxH8aw7v3B9P26L9rati+VkYu4o7G3obpqvCJMXIESEzRREGTvKimVSjRxszbgDvFVB+iGsDYvlxVmZJFaJ0ALK+X0TezhgSrKSCLg6EWNjpULsz2qCcMCJIsU6tJaWeGZoWJlZmkLoAhzKx2YWa46VYsDDh8fiZJm5U6YdhFDbLIgLJFJLJpcFiWVfq8rSxJpZVUcdZ4sWfvb6JG+qeJCSEtgxCOLoyuPFSGF/C4rZW7tRDhcs8kJjXE4NBI4SwYx2LcuUDdXVSBfYkMNQKi4vEpGju5sqAlj4AXJP5VnK2hNK4AG4OiJhmEgJ2VH/SPkeaBCLsqSMT1AZo8lj0N42/DVardjcc00ryvozm9vVUaInuWw8zc9a00fG0sYGbI+Ntgiiiiu1YisXjBtcXsb+/X99ZUV6vFiiAAAaAVlRRUURRRRXi9XhFaZ8Gj7gbEbDYi35dK30V6CRouSAdVCZinp2t622v1hsL+22nsrNHBFwQR4jWpVRJkyuCNnJuOl7EgjwJt/o1suFccfI9sE+ZOQPn0uFk+J8FZGx00OQGo/ZZ0UV5f2m5AAAJJJ0AAGprXEhouVlQCTYL2p/AeIGGddsspRGB8yQjA9CC3vBPW1bcB2YxMwBVFUMxUc1uWSQCTZcpbQAna+h0trWniXZ2VYTIueaMcwO0eHmyAKcrHmG6kXJa40shuRoClqOJUU14A+5O1zY7kjIe6a0tPUwPbOG2tntcbfUK+1qbFIHCF1DnUKSMxGuw36H4HwqPwbGc3DxPpcouaxvZsouPz6661Jw8KGcxuAyTxjT68JupFtQcr3BGoMQrM1MxhjMlr2+3VfQXSeAOatE/FY0NjmbvBDkRns52Tug3brlFyBqQBrW/DzhxcBhYspDCxDKSGBHkRW7iGFEIzKY4EVBGpSPPL3ibxxD0VJJ6K1zqdqXcM4asdyqCIFQojBLEAEnNI5JzyEnU3sNgTqSHRVr6lxIb4e+8vrbrVHK9z7EZKfRRRTNFopTxTiGWaJVBZlzG2wzuMkSE9Cxe/kBfqLzZscoFkKu7GyKGHeY7XtsAAST0AJqPxnhBWKEKQ0hkIzG6lpJACZRl1BQxhwL6LFlvoKHqCHDl2vf7IKpnwNs3VNuy8loniLKzQSOpK6DvWkXS5sAJMtr6ZKaYvCrJGyNfK4INjYi/UHoRuD0IFU7s9xDJjLIr/J3RYw5AsWzO0MrPfvGVmm6D0oz9KrtWQ4nAaepdh0OY79UJTv5kYuuVcb4piY5HgnclUKjK8ptJoLSXKlmVtwhJCm41IuNeE4lzCFUd9jZRe6sepzDoBqbi4AOhq8dsezHyqPMmkyA5SDlzruYyelyLg9D5Fr0XgvEYoJJJHQnSxI1aMrfOrISCDoLn0u7a1qPjmbUtxHXr35q1pMbSG9+f0V04Tip8NGsdlmVRYG5iYD1dmBA2FyCBYG+9T+H9pTFNnQcppMqtHNpHKw0QrLHmCSW7uouwsMugIUQcURxdVlIDhLiGY98gEJcJbMQRp5itjzqwsUlYMWS3ImYFlDZ0I5diQFa4+qfCumQOa/mMBB3H7aINzgRhcVZOMY+aZG5iQwoAGdVdmMvLuyLJIY1yxg6kBST42urcw7U8Tcc6KNmcyNDJLKFPefKAkYU+iM9iA2ypH6VyaufDuJlYJlz3EUQkjcsf4Fg9ruATdcjWaxNim5veqNIXbMQV7oAVnMjABpH77kAs2aQi/go1JuTS2WR0jnTZ20237/XQIiKEGwbolJc+rJ/Rv/hrE4hRvce1WH6xTmiusY2TKx3Sb5Svifg37q8GKQ7MD7O9+q9NsTPlQtuRsPEnRR7yQPfRh4sigXv4nxY6s3vNzXuIWvZeeK9kqOJUbm3tBH6xR8qT1h8ac3r29eYxt37L2x3ST5Ynrr8RR8sj9dfiKd3ovUxjbv2Us7dJkxCE2DKT4Ag0HEIN2UfeH76aYiBXUq4DA9D/AK09tacGALoQLrbUADMp9FtOuhB81PiK6xC11zneygfKU9dfxD99BxKeuv4h++m5jHgPhQIl8B8BXmMbLqxSf5Wnrp+Jf314SkhRbhgXFwD0ALdD9UU7tWqbDKw1GvQjQg+IPQ16JADdcuaSLJKqlSUa+Zb79RfRh4gi2v7addlsOWlfKve+YRZc1vk7TScvmAbE2a9j0QjYkFdj81rt6UQYm2meM2u6+YKi46ajqt53ZmMnEr6ORzy5AXy8xZFfKg8SCM42Iy6G5sdlLXCq4U4vIxNtfXOxH/0B6brGuo/hq8Bo8Jvby/orr47JcNk5mHCoZ1UF3V/+IXmAgO0gPMBYX3Nj4W0qFB2tIw8KRH5yKQJMEw7upihZkkyZSqIWCgqATYGwU1iGxWUr8oNiApkESicqL2BlBt1OuS+u99ag47lxoqc9cNGoy2DIpygAKAz3y2A3GvmLVlJeLRiwgFz6HJNm0rj86VcNnjdWMQtGZZii5SuWNpHaMZSBbuMpAtswqXwuPNiS3SGPL9+Ugn3hI1/paTS8RwMZHyR1UKQZMjfNZALHRjZnIUAGO5uO8baGxcMTkYYyS90kNLL9W4uV+4gCfcrqvrcdIAAQXZWOvn9OiZh/+2GbfhReIyZ8TbpAn/qS6n3rGB7pjRUDA46PJmeSMPIS7jOujPrl3+iLJ7EFb/8AaEX8bH+Nf302pIORC2PYZ+vVFRWDVIoqP/tCL+Nj/Gv76KJVuIbqJ2M7PiJee6hZJBZRaxSM2Iv9ZrAnwAUbg0w43C5khYc2yiW5iVXIZuWFuGVvo5xe369ayvH0O0+J6jfEHXruprMcfH/UYn8Mp/XGaVNlLX4rZrOsha2IMbopcvBozm7uIUtqWGEQMG0swKQA5gQCD4gVaeCcSM0ffBWVDldSrIb9HCsAQrjvD2kbg1TBx/8A/Jn/AAH9sFaH4y7TwiGdzLM6wd9MoyTXF7iJNVchl10N/E3orm/GtAtZw0Ofsu4m8m5vkul8H4R8sJkkJGGBIVASOeQSGdiNeXcEBR6diTdSAY36TOz2COBa6pFKkb8nlp3iEBZo8qC5jK3vpZb5tLXq74XDLHGqIAqooVQNgqiyj3AVWM7nGzxPDzpJQBnDjlxYM6ZX+kjE52y5TzG65VPLYQU7IY+W0fyg3SOc7EqHwSTEYV5Vlgku0mEkKXjDJyZgwYXYKweIN3lY6rl0ymnU/ah1GZISnLxUs4aZ40QK6SDvZGc+lITbTQbi9REhOIZ88RnxECLBZXKZFw2dWeWVD3BJJzHC6sVyEKdbN+DdhWkSKbNCmdUdbpLO65gCMrzS2B13C0MHzAlkTchkCf7/AArnYXHE85lVTF4ZkwM0pvZxh41zWUtGJRncg2y5zI1lNtAvjalSOGAI1BF/jXWsNw7AwzLzsQss6kFefLHdW6FYhlRW+sFza71xHi/DQmJxChIrJPOouutllcDX2ChJKVzG4pDmT09B+yPpJ7uLWjK3f3Ta1Fqr4wh+oPYrf4xR8iP1PwH/AB0Py2/5fomGJ2ybz6yIvhdz93Rf6zA/dqRaq6ITnawvbKLF3A2voNfWrPlH+LHukP7hXpjGWffuuQ455ff9k/tXtqr5hY/RX3yOf7NHyY9FjHsLfsArzlDfv3XWM7d+yf0Uh5Tja3uklFemJ/b7ZZTU5Q3791MZ279k+tUbGd20nqb/AGDbN8NG+750o5B9RPxt/grJYSdCpAOhyyvsfLSvRGAb3+37rwuJyt9/2T2ikEEsnLQhpDdV+kvgOjVs+UT9C3vMX7IzXhi8wvRJ5J3WtsQg3ZR7WH76StFI3psD5MWYfhGVfyr0YZuhjHsj/wDnU5Y6lTE7oE3mhEg0Oo1BFjY/tBGhHUUsgeaFmERkS4AITvFbZsvS+WxOVt7M6kjUHScF/Nf0f7nrPDIUkQ90XJBILejldrEEnqoOnhRdNMYL2s4HUEZH1/GxQlTAJwMWR3GoV/4QflUcOJbDQTiSQSPzCA62RkeDvqylBJ3hqum4J7xi9oeHFMK7GGGBFM1+TZpG5+JikhQfNqq5WVEvdu6WsNqU9nYOJcheSJBExzCxw4zKQLtEW7wu4uL2GTbUimCdksdOQcTKNLsQ7GZGZtBaMFVQqpIuLDWwuDehTVPi8GNoaOnW234VApmE4ie9/wApR+j/ALPmeUTuAYo8tjbR5EZ7AX+ipIY+YUetazdv+J5YlgG8pu380hBI+82UeYD004PMsEPJkIQ4aMAk6KYkFlmH1SBqPosGHgTz3ivEjiJ3mNxmICg7rGvoKfPdj5u1cU7XVVVjd8rdPx+6XcRnbTQHD8z+z+mSh8pfAfAUcpfAfAVlRWhWNuseUvgPgKKyoqKXUczFInI35hGvm4B6HofCtIx0nrD4N/lVtllCxEtsJv7e3xrGUIIXsY2kYG9ip7xFgB5AaD2eJoA2xG46rdQE8pn/AKj7LH5ZL4j8Lf5dZrKXAz2Npcux1BjJ1BA9bwpCxTML2AF9xbXoNR4XptwSJmjQKpZmnACqLksyCwA9/wDoVdLAGNu1dxS4nZ6LofYr9J2MCRQMoxbPkSNmYq4kYAAO1iHUHUtowAYksRXWeEcMEEeW+d2JaSQixkkNsznw2AA2VVVRoBVM/R5+jP5Hy58QQZ1ByovoRFgQTf6b2JBOwuQB9I9AoqMOA8SEmLC7wBaZ8PdHC2BYNrbqRa5qsQx4sfJ8C/LjXld+SGSTPyoRGpVbouQuzKMwNwM9rEAi20nh/wDqMt/+mgy/0mIz2+CflVipU2DhECR8tYo1j9QIuU+0WsffVC7b/o0j5bT4JMjKCzwIO643Yxr9F+tho21rm9WfFdsUuVw6HEEaZwQsQPhzDfN/2w9utqT8V7U46OKSUDDgRqWKBJJDlXV7MZY7nKDbujUDagpqmnB5cjhfvbRERNlacbAuODGpvm0PWx2+FHy1PWFbgxNybC7MbLcKMxJCrc7AGw8hXt6VnCDktC3ERc9/qseFYGTETskIuShk7wKhsihcmY2sSxXXUa+2n0vYTFrmyskmUplFwpkzAcw32QIxNtyQPHdt+j7h/dlnP0jy1+ynpn3ubf8AbFW+l9RWOY/C0DLv+Owhrm5zXJMdw+aA/OxlRzGjDAGzuMxHLB7zAqpIIHlvoIQxsfrpr9YfvrtBFc87W9lBhk50Gka8tTFfycZi7sSxLFFAAv7hpZBVNkOFwsemy6Ejhqq38rT10/Ev76Plaeun4l/fW2i1F5IjNaxiU9dfxD99YyY1ADZlJsbAEEk+AArblHhTjs12e+VSOCzIkYFymW5dr5V7ykWABJ06rXLnNaMR0XLiWi6r8EwVFBD6KB6DHYAdARWS4xTewY2NjZW0I3B03q5//wCeNzFHOBi+kbFZLeqLXXX1tLdBfUNOPdj45Y15ISKSMBV0spQf8trAmw6GxIPiCQaTVw3HmquYRkNFzr5T9V/wmj5SPB/wP+6n3Feyc+HiMrtEyqUBCl795lXS62NiwPSk1XNe1wu1Wtdi0K1fKl+t+B/8Nb+HYX5TPDCMwzv3jlZe4Axk1IGuTMB5kVjVn/R/gs08sp2jQIPtSEM3wVV/HXkjwxhcOi5kvhV4JVFvoqqPYFUD8gAPyqBH2jgKg5mFwDlMcoYX6EZb3o4s2dkgH0+9J5QqRcH7bWTzBfwqZel9PStkZiffNK6iqMbsLUg7RYdcbFy0jlzXBWQq0KqbgnMZAGZTYXUK17DqARSOIYMwzSRE5uW1s1rXBVWUkeNmF/MGuq2rlOOxfNmllG0kjMPs7J/UVafUDOWCxuiz3E5Oa0OcM1pooopkkSKKKKiij/KMkZNwPnWG19C5vp1NtqyjEhAzFb2Fxk2PUelWfJW98q38bC/xrOqRE25J6prJxSUsa2Pw2FvVasr+Kf0f/wA66z+insly4hjJgDJKDyhlyhIm2YC570g1v6uUaXa/KXS4I8dNdvYbEG3sIruvY3tpBjolyjlS5ATCSLgaaodmTpcbaAgHSrmRNGYCJo6qWa4kdfyVkoooq1HIqvdsezBxcV43KSoDb1JVJVmglHWNyi39nUEg2GivCL5KKi4LEK8asosCBZSLFehQjoVIykdCCK2soIIIuDoR4jqK94lheRi3X6GIzSp5SC3PT3krIPEvJ4UVg6qAwSlnt6J5E/GwFcgnwhid4jvEzJ7Qpsp965T7638N4VLiZVhhQu7a2By2QEZ2LH0QAbX8WFgTYVZe0/Z3mTzlFJkkgWSMqxB5kLBZEAvlOeNoxr1A92r9HfGBgMVilmSRu4ikraQrIrHJHddO+z5bk2DJYkU+pME1nE+ve18lXNWGMYA03OV+n92VuOAkwcaiSFI4BZQ0UhkWO505mdEYAsfS72pu1hc1j/tZMue0hj35oilMdvW5gTLl+tfL517ieMH5MIJkxLK80YkkmOHZeS8ymRHMT+hkJQ3X0Sem1z4hiZIxHy4TLmkRWCsq5Eb0pDmIuFH0Rqeld/6ZSznHG7LyN8/U3QnxMjMnBVZWBAINwdQRqCDsRVD7d8UzzLCD3YrM3nIw7o+6hv8A9weFWw4qOBMU4/gIZZyltsiauq+Ql5igeQA0tXKpQ7szu7Z3Ys1iLZmNyBpsCbDyApfR0Luc/P5TZWT8Qipw10l89ltoqP8AJ/rv8R+6vRB9d/iP3U0+DfuFT/3BTbO9h+6sXY/hcM88izLnCxoyrmYD0mDEhSL7rver9guHxQrlijSNSbkIoUE6C5tubAa+VVX9H3BCqnEszHmArGCf+XmF3P2mUW8lv9LS3zShVLEE26KpY+5VBJ9wrP1rjzSwG4HtdMWSCQcy1r76r1pACASAWNgPE2JsPE2BPsBrTPxCNEzs6qmbLmJGUNfLYnYd4ZdeulbOz3A8PPCk2Kcyc6RzBHI5UKoL5AFGXM+UFrsCyg26EnYeE4TA4yPmMohMcjRCZxlhlVkzlTIdS6yXBJJXK9iA5FMY+CucAXOtv3uhXVgBIASTijJjcNJHBLGSzWBvcExOjMNNbbC4vbMDrXO5oWR2RxldDlYXBsbA6EaEEEG/n02q/wDbHtJh5MLBjoAI52kMbKWjDlAGZkmKFu6CiPvexsCueuaO1yWaVyXZiWOWzMbM2uWxPeBsDoGHS1FR8PdES1pu3p6qv/VY4T4wb+QupDuACTsNa6Z2c4d8lwih7K1jJKTsGbVrnwUAL7EqjdkuDmbFpcsyRWkcHLa4PzSmyjdxm9kZqzdvOLZYhh1Pem9PyiB1/Ge77M/hQNTE58racanM9/r7K818b4DUAENG/f0Urszj/lCSYgggySMBfcRx6RL5aXYj1nanNJex0OXBRH187+6R2Zf6pFOqMc0NOFugSXEXeJ2pSrtTjjFhJSDZmGRftSEKD7rlvu1zcC2g2H6qu/b4/wDDx/z6/wDtzW/OqTTClFmXSivd4g3yRRRRRSXooooqKIoooqKLwmm3AzeJQQVaM3UglWUHvRspGqnIwFwb6EeNLIMPzJFTodW+wtrj3khfYxp3igUYSDWws4HVNwwHUqST7Gbram3D4sjIdNEbTtsL7q58E/SHNFZMSpmT+MQASD7aaK/tWx+qd6vPCuOYfErmhlWS24B7y+TKe8p8mArjisCLjUHYjqDsaxaIEhrd5dmBIZfssLMPcaIloGuzYbfZMGVJGTl3OiuPYbtHjYxZMVLbwfJL+cil/wCtU1e3OPH/ADYj7YdfykA/KgzQyhXioYr92n4Y02HOQXliIki6Xdb9y/QOpaMnwc1XcLiVkRXXVXAI6GxFxcdD5VXpO2OPb/7jL9iKIf8AmrVn2R4nn58TPndJC5Jtcibvm4UAA8wvoALAr41nePcOeyITkaGx9D/P3TChqWufgCncYfRZUN2gc5rakKy2kBA9VXWS25yDxFVDsLxLCLBJHOyhpiAzOe465QMuf0b5zJe5BJYkXvpe4MJlkle/8Jk0ttkW3vv+wVSO1GBD/PQYVkCPKsrqEGbKSpPLRiSAyk5yL2PUEkI6MseDC7IG2eluts/NEVeNlpmC5F8t/bqrjhIEANpWlRhbK7rILde8RmYEad5mrJITl5S4mcR7csS9PVDW5oHkH09lc37JCIY6FjEkyDMZFCLITCRkZgoBLWZ1aygmynwNWo4SJoFRMITIcPg11gaACXDysZCZWRcuZD6S3PtOlMBQcm5E+Hfp+VRDWfEMDuX+fwo/bNZFiaNWCQKsZCgIq9x4wsIFs1zuCCBZbWOpqmswAJOwp12xB+VIrWZ4sPEpewBZjmLt462XStfCeA4hxHiBFmiBEmXOuZ+XdggUXNy6hbeZoikc2CnDnEZ57X/kpTXsdV1XLYPlyPfklLaNlIKt6rAq34WANeBx7Re1wCRm1OUnYGwOl76VccXi5MdIqGGOWNNcqsWUh4zlkMzKFBFyojyhrkNfQU24nwRn4emHHLEirABc5U5kZRmtZeoVth12ruWt5OBsoAcTmL3sNyo3hDX4ixxIAyy1OyQ9guIyCYwbxsryWP0GBW5XyYvqPHXqb3TH41Yoy7AkCwsLXJYhVAuQNWIGpA11rnOCxU3D8W2ZEdggVlDm1nKsCGy6HujQr1FW3hHaCPHLLG6GMqFYjP0uSHVhYgqyg30scppTxCnJk57W+A2uQmvDpwIxA93jF8j3sp/BOJkorpDDPEsjyRCR0zQuxbOYpEEispZmI1BW5HgFmzNLNLzpguZVKxxpcrGpILd4gFmYqt2sAAoAG5aqw4syQ4iPDSSypE7WaNrOVeFuWEbS6rMB6Frqul9Q03FrhSzlIMRJZsMyoyYmxAPz6EzWQCw1zG2tEtbNPEY3SBoHQ626X0V92MdiDbn9Fo4tgMPLLnxrRRyZVSNUkJkFmLXByqzG9rJlI0O99NMmGzYeSKKAPO5b00yqiSSXEsikZIyyqJDGB3mUEprao/YDszy/n3yErdEyWIJHdkluNCTqotf6epvWpscj8TfEMAVhePDQj15nbK1jb6IaVj5FKFw2eWMdcNF/K+1tt8/Poug4loc5ti4287b3T3gWEgwOGkGe/JuZnsdWVFJAv4JlAFz56k1RMRJJi8Rc6SYhwoG+RdgB9hAT5kMetWPtfxNOQsUYIEs0rN5iKQ523OjTWI8lPStHYTAZpZJjtGMi/bexc+5Mo/7ho2hYWtfUP+Y797/ZKeIPxyMpm/KMz+B3urrFEFUKosqgADwAFgPhWVFFeKJB24hzYMn1Hib3Zgrf1XNUKuq4/BiWKSNtpEZT5ZgRf3Xv7q5SAw0YWYEhh4MpIYe5gaYUrvCQldezR30XtFFFGJYiiiiooiiisXewJOwBPwqKJpwKH038TlH2U3/rlvwimtRuHQZIUU7hRf7R1b+sTUmtVAzlxhqZgWyUTkNGbx2KnUxk2sepQ9PsnTwK63yTHKSQVkUgAkFGNgb2JZQV1sevQ1IZgBc6AbnwHU1YOzWEKQByLPMeY3iAQOWv3Uyj25vGqaibkgYeqNpaf4hxB0Cr0coYXUgg9R5aH86yqTxnDcvEtb0Zlzj7a2WX43RvazVGq+GTmMDlRNEYnlh6Io4LCkU7z3KsskWc5jl5M45ZuL2FpYw9/q60Vt4bixHiBdWcSRuhCqXJKlWXujpYyfHwoTiMAmp3MPfRXUTw2YEptxHG3hxTZs2SeMRW73zirh2VFA1J5t9Bc3vWA40YkmOR1aWZjAXUhXaQqiX6qc3eyuFJG19bbEEauHGCkVwNCqQbWtustl001INjYeFY8Vx94rSQYhQWTKVMObPmUxgDmEhs4GhBHjoDbHjgrWsIeT9h019s0/8AiGE5OCXycLBJihygoyyvKygs018yXI6tuxGysALZtHE/HZUQs0CAAXJ53dHwizH2BbmtHC8G0cdnbM7MWdtNWNtBYAWChVBsLhQbCsOMyhURmIVBNEWJNgAGuCSembKaXyRMlIDheyOwAC+iRY3CCWdpcRHPeSNsqpZO/GFyRpZmJZkzaSAEldAL2Fr7LYAQ4VFEgkVizgg5gBIxbKrWGYC57xAJ1NhsFvEVnlgk5UDEZCVLty2LLqhjTKWzBgCuYJqBW7s1xEd4SlEkmkVlC5+W+aOLvxllAOdszaa3J3Op8qry0tmf8DmBnvb0shQ2KOW41PX+eqYcM4e0xlbmpgkOIVFGWPmSzgKWu2bKwawFrF2AbUaCtc3DsGiTjFMjYoThS3PbDnKyx5ZYQGJXLhpBpYklGBZhrWHBeJySPMYisTCQFopFE1nAyrKV7pjksuW1yO5ex9IzhgTZvnHEjnM8vczsdL6lSoFgFAAsAABa1dCsp6dgAZ47WP8AeapMUkhNzkqLh8NhpLPNHO1ynMnDcuPv5VjIUOLIAEXQDLdd73D+TsZggGLIwXKbkzTABd2vd7W0B107oPSlHHOHLgLZQHw7q14c5jLZbG8hVSJEVQblrMc4Vi4tTThHFDj+6YjEkZUyqWDBzry0Ft0OXOTaxAVdbsA1ZWRCEyXGEaDQ229b5ZZLpkA1cwX3t+V5wng4RY2TDkR853Z0lZMTNh2DhI2zZQACUaxkByoNFYkVIjwUzBBIk7pllE0b4hED5tIRG8N3sqk5gSL6auRrr7TdoHV+TC2VlsZHABy7FYxfTM2hPgpHVgQnm47in0MxUfyaIn5kFh7iKS/FzSeNwb9RmEbFw1z23YCB62HsmvC8SYYZY1MQxHMWERxqFVZAgVJMg6Mi85iAAQDYC1Q8L2D5LpJHNzHjcMqyDKptb0iuY30UkgalRfyWYDFLBOkx2BKyMbscklszEm7GzBWJ3spq5pxzDk250fvYLfxsWsD7qcUETJGPecy459hV1FI2JwZJ0079fslLdho3C55pywQLmvGBuTovLIAzMxt56k1M7JYMR4SOxvnzPe1r5ySpt9jKPdU/HT5YZHB9GN2BHkpIP5VlgIckUa+qiL+FQP2V3WgNaGgJXVxsaQ4DM9VvooopYg0VQO2fDuXic4HdnF/ZItg4965W9uer/SXtfgeZhJCB3ovnF+5csPemZffV0D8LwqZ4+YwtXPaKKKbLPIoooqKIrCVMwy+sVX8TBf21nWUK3kiH8ov9W7f2a7jGJ4Hmu4xd4VlNFFFa1MFhJDzCkf8AGuiH7JN5P/TDVd6qXC0viofLmt8EK/3lPsZimaQQxEByuZ3uPm0zKLhcpBdgWyhrDukm9rFNWEulwhPqAtigMjt0q7UT5iuVb8h05jX9HnBkVALam7I52sMp1uKX1YOK8OVcFNGgP8HI1ySSXAL5mJ1LFwCTVeDX1Gx191GUgwtLUrqZec/Gvayw8mWeBvCVR7pA0f8AeD4VjUfHvljZhugD++Mhx+a0TILtKHbqr9SjFHPirHaGNWA+vKXGb3IhA/nGrF+NStfJCqg7GR9beJRFI92ce6qxx3G4hpwRIM0IF+UgQnPe8YLFiQFs+VjlJK6Dek1Ux00RjYcyj6b/AGJBJIMgrjWrE4VJEKSKrq2hVgCD7QfOq5g+0sxG0coG570TDyYWax8rL7Kk/wC8z/xA/pdP/brOnhtS05N9rJ+OI0zhm73unnC8WYmEDkkH+Bcm5IAvymJ+koFwT6SjxUk6MZCsWaJ35cTsHik0AilDhyhLDKO+M65tDdl6AGtcW4zM8TXCIo17l2e4IKkO1gpBAObLpa/SrLw/iN/4dyJo1ZHVb5ZhlLh1Q9SFYgDW6yLqBQ7qefhz/iMPhdk5v9b/AH8ihnyQ1V2MOmhUXDB48VI8VpV5cQbPIc0gOYq/MOYXBDqEsqgHS21ZdoONTCBmymBFKl2LgsVzAFF5Z7oN9XzAgXsOohcCkjjjxMwfmR5ywcLlzqqhvRsAGzOykAAZlOgN6a4iFpIGV0Us8ZDJm0uwsy5redr2p83hlLOWzlmdr2zt5ZeXoPRJnVs0RMYOV/r55qtT8CmmkjRXyF0eQcwuQodoy6xuoLPlVFVwzg3OhAItPjUYDCGSEl5Z0TIGTIEjXZihLHQy7EklpEBtfSPwuJ0KSxoofKEmjFoyJUV73YG2UyMrMADmCoRcaHRxmSSR4ubcPlXTN9CIAsWCHKS85DeyNdiDSispHmZxItGM/U7fU2T6ke57WxA3JNvpf9lHVLdSdSSSbkkm5YnqSdSfOsqKKSLcAACwWLoCCDqCCCPI7irl2fxvPwyZ+86HI99bummbXqykN9+qfTDs7j+VPY6JNZT4CUfwZ+8CU9vLpxwio5U2A6O+/RZ/j9JzqfmN1Zn9Ov7pvxvhWTDYgwsYxypiU9KMgo2ayXGQne6ka6kG5BeConGULYacAEkwygAakko1gK3YXFJIgZGVl8VII9lx1plxZoBaQN/wsVE9zhYnRbaKKKSK1FYyqCpB2IIPsO9Y4jEpGpZ2VFHViAPZc9fKlHEMVNNljjBgWYSASuLPcISCsZF1H1mF/BdmrtjcTg3ddsY55yC5zhT82n2F/UK215yil0ZcrJ3WU9COns6g9QQete05WXeCHEFFFFFRcoqbBwxOQuIlsFM4RSTYKqrKGbN9HNLZb3HojxqJHAXZUU5S5C5jsoPpOfJVDMfJTU3inEhMVWMZcPELQprsBbmNfW5G19gfEtVsRwuDtk24fAC10jvQeu/0U5cFpdZJAPtBx8XDfrr04I9ZJT71X81QH86QDDKNhb7Pd/8AG1Bw6ncZvtEt/wCRNNfjm2+X9UT8Od1aezUcfysFDmyxSh2zF8tzFYMxJtsTYnoasnAdYc/8a8sntDO2TXr3AoB6gC2lqqPZOF5DPAoAjdYi58FvIGQKOrqMt9gA2+gN/NcMPMcZLWVkzg2NsQN+pXjJcWOx0+Olc64dxCPlRguoYIgIY5TcAA2DWv7RpXRwa5tiMVyJJIGQusTZQy21BCsLox8GA0J26USyQMNybIQNLsgpxxC+svxFRsRjo2VlVs5KsLJ3zqCPo3t77VoXH4bfJY/zLX/JK8xPG+6REpJ6FwUUHpoe8fh7xV7p2AXLh91BG6+hVowEuaGNvWjQ/FQa1RcFilXETuzRlXYZ0P0IUUNdTdW7wfcX8CKTpxXPAscF1URhDI4OYELlIVQR3l6te1xoDU7/AGzEIWiMUyq6tnigWHk2ayyEO3fhjZnF7q2UyWDbUgr4qiSJvINjcZ+SbMmixFr80sPZvGMFZ8PGxIGodUYXF7E576bb1mvD8TFFeWGTuDvNmiIsDYMTzb7WJJ8yaecK4riDDGwETqVG7SK2vQsQ2q+jqDmtfTrKk4lMylWgjIYEN88bENoR/A32J/8A7RYklC6NLTOGpCSYns3iCFEhSJJG5ZI+dZc4YLcaILtZd21cVI4zwJ1izu0UhXKgJgJ0Oiu93bYncIx7xtbMbN8LI2I4aDcFxGRmvcc2AkBs3hzIw160HtAk8QyQSSB90kUIo8Qxa9yDp3QdbbDWk1FWT1Qe2U+Jptl3uim08MTcuqiw4GZTFhnCZFu2YAqWWB0AupLDvuVe+bbNcAmndKOzeDQRCRUCs+cXvmORXZYkzdVVFRR5KKk4l3Ul5JUjiU30XUi+gZmuNdrKt9bA0+pmyMiHNN3dTos1UFrpSGCwULFCQTztFlOWOIshBu7jm6KwNlbIE3B+jtvS3ifCZXV8Qy3V4kyhZRlAIOS/cVzq97A2NyL9KcRcdhkjdhJHHcEKXeMHbRiua41+i1m01AqBPxZ1wbIUUxxhEEpYxhkTIFYRkFrm1t7MRcaEVTVNu3LNM+HyEXa4kW0/Oa1P2aljEwkZkhgVzze6XkVQSmUbXtYMSNwQBrdYmH4XNI3LkDRWF3dToT9ERsfE6m+wUg7gm28a4hHNhrxurq00KEqb7yx5lPgbaWPjWis5wimbUNMkozB0+nX3T6eunZ4A7UW780h4fwOSWcxSMY7RuyumUiRlKD0TqFGcEqd72BsLmVhOxyGVkxHeeSEG8buoUK7LlU6aWZSbjc+QqVicesE0Ej3tndDYFjZo3Oygk95FOg6VHxfaVnxYaExiOOKW7SBwGjHLaV9O8LMEQAKSSWNiLV65jaWvAt/t2vvvl7quWWoqad3iN/bSytkaZVAuTYAXY3JsNyepPU0s4dwmKRXZk7/PxPfUlH/hpLd9CG26XrZwXjS4lCQpR1tnja11vtqNCDY2PkRoQQN3BjpOOgxEtj7crN8GZgfNSOlFcffela+M/wDIZj0KU8PYWzOY8Z20P0UPC4aUyTBcRKFjcIoYRP8AQjZrlkzHV7b/AEawwazOzpJPIrIx0WOJM0ZZuW4LI1wVGtjoQw0qZwv/AJ3/AOxN+sAfkBWXEOHcwZlOSVR3JNRY72a3pISNVNwRejaekjdTsdYXsPrkqec1k7sQyuVGweARMZ1cmG6tIxkYFHs5UsTluJFuFsO6Kk47XEwDwTEN8OSv9s0nxnaDK+GnEebMk6OgYZlN4c6gnQsrJaxy38RTGLFQYsgxyMkqA2scsihsuYNGwIZSVXcFdNDWbqrU9eJnDwjb0stC1vgu0ZdNkg7b8Ft/xKfVWUADYXCy+0XVTvpY/RqqV0qaYoCmJVWjbu8wD5ts2mWRSTkJva9ypvuCQtc8x+AMErwtc8s2BO7IfQY26kb+YO1PGysmbjjNwsxxilDTzm9dfXdaKKKK9WfVj4Z2RaTCNISObNH82ptlVGsdSL96RO6T0VyLb3VnguJvY4ea/wBkEfiBy/nXTALaDYUURay3Yo42tDW5WVCwfY7Ev6WSEfWOdvwobfFxTMfo8izKefP4MLx2PsGTu+3U1aqK9srW08Y6JN2W4dHHG7xrlErmwvc5YyypmJ1LekSSSbta9lADulnC5hFbDOQCigREkDmRC4Ww076gAMB5NswszpjHbCLLNzBwkOLVFUrtX2clEkk8QMqvZmQDvqQqrdQPSUhRoO8DfcbXWivXsDxYrhji03C5IuYaOjRvYEo4KsL7GxANj0P7bge107iXCIZ1AlQNbY6hlvvlYWI9x161XsR2AF/m52A8JED/AJqU/UaEdTuGmaKbO06qvcDw5Z5VBcCyN3Y0fVsyn08RFbRBtm67dXJ4GrEXV2tsZHSMDY+hCGc6gGwmXYeFMuFdjEizF5GaRrDMmaLKov3QMxvckk5r9LAWqa/Z8DVJZVbqWbmAjwKNoLdCuU+N6uax+GxK8xxXvZQ8FhBFGEGwzf1mLG3lc6anS2p3r3Fz5I3f1EZvwgn9lSDwWYaCdSPForsPZldVt4XHtvWLcHn9HmRMp0zNGS1vNQwU/EDyrqx2V/Pj3VV4VxJ+Uq5MM+VVAkkw4d+7dQGJyozKEU3KvYMoJJBtKw88j8yJiZGZuaSSFMqs4M6FgLA3bewFpANAL00XszJc5xE+lgySSRyabXfIysANAsqyEbBgAKwHZuUSxtHnUqWvzjCy5WVhoYSrMc2X6KjSuGtaB8tihw84vmyUgY2WwVIVjAFgXZSAOlkjvf2ZlrFMH3g8jGRxsW0C/YUaL7dW8Sa3/IcVtlhP1uY4Htycsn3Zvf1o+RYr1IdOvMezewcu6++9vPerDc6qxggZmEFBe9hfxtr8ar+PxfMmbNGsscZyqpd4znHpyKybEG6DQ2yt6xqwfIsV6sGv8rJp7fmdfdb9tQn7LM7EmHDISSWJLyZz9kKgFzrmN/YaEq4XzR4GG19fRGwVUEb8Umf6ZpBw+CSV7I7hc6mQgggLG+eJXYCzSAaWFtyToADbq8i4HNYDmRxgbLHHdffmYaeShfbW1eAsdXne/TlqiKPc4cn3n4V7S0vw7MIXNRXMmfi7+p6lRcVhkdCJFBXc5thbrfpbx6Upw3ZkTyKVMqwgFs0ihrnu8vl85c3Utm1HdA66WWHs9ADmZBK9/TlCu2mwHdAUDwUAbnck0yq99OyT5wChfjpGZREhVqfCJgI5JhIzyOFjTPkC52buaKo0BOYk3sqtTPGcRiwWHUA5zayLcXkYasxPQXOZn2FydSQCu7W4KV2iKo0iKJAQoBIZsliR1GUML9LnxqDwfsgS2aWNY00+bAXNJbYPl0CX1y3JOxsLgoeIUL6mVkLG2Y32zTKmlibEaiaS7z01dlp2f4TnssJTAXlN2mkeQaZe6+XLp0BtcDcBhe5vTiiitHGwRsDBoBZIZH43Fx6pBxrhUZlVnvklYBmW4MctgsbhhtnssZDAqbJe1tYb9g1AJWeQvmLAyZWAvsAFCslvFSPZ0p3xbvcmP+MlS58oryked+Xl+97jOpfUwxufmE/4dI/lWvkCqbisFxDI0T82SNgQQrxOGU7qWcLLYjQ+216X8U4NOMOszqRySy2axk5BCFSxBOkbhgAbkK52tr0KtONwayxPG3oyKynyDC1x5jf3UHFSRxElmV/ZF1LRPEY3AZ/QrlVFYuSjFJCA6Eqwv9JSQ3uuKK9Xz1zHNJBGi67RRRRK+iooooqKJV2r0wU5G6IWU9VZSCrA9CDqCNqz7NTs+GVmYscz6sSTozW1PlRRRNP8xSbierU0ooooxKEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEUUUVFEttfGm/wBHDi3lmkbNbwvlW/jlHhTCiil8vzlaSi/8De+qKKKKqRig4rhEDuWeGJmNrlkUk6DckUUUVFwQF//Z" 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</div>literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-90156001591348179392020-10-04T05:49:00.000-07:002020-10-04T05:50:22.468-07:00ADEUS MENINOS<br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSmHrpeqzmDbT-GJh4p9JFiZ_LKWgshYoF_PA&usqp=CAU" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="O Fluxo Natural Da Vida..." border="0" height="109" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSmHrpeqzmDbT-GJh4p9JFiZ_LKWgshYoF_PA&usqp=CAU" width="200" /></a></div>
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Em meados da década passada escrevi esse versos iniciais do poema que titulei "Enquanto Leio Kerouac":<br />
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<i><span style="font-family: "inherit" , "serif"; font-size: 12.0pt;">A vida
continua indo, amor</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></i></div>
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<i><span style="font-family: "inherit" , "serif"; font-size: 12.0pt;">enquanto
leio Kerouac</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></i></div>
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<i><span style="font-family: "inherit" , "serif"; font-size: 12.0pt;">ou
assisto filmes na televisão</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></i></div>
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<span style="font-family: "inherit" , "serif"; font-size: 12.0pt;"><i>esperando
o salário ao final do mês</i></span><span style="font-family: "inherit" , "serif"; font-size: 12.0pt;">.</span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt;"><o:p></o:p></span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRXJey2GaWibvNg5FRw8kjCLpS5aOAd6I6OnA&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Horizonte da Ausência – TianixPodcast – Pensamentos, pesquisas e reflexões" border="0" height="149" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRXJey2GaWibvNg5FRw8kjCLpS5aOAd6I6OnA&usqp=CAU" width="200" /></a></div>
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Aproximava-me assim do derradeiro ciclo da vida com resquícios dos meus ímpetos e arroubos juvenis. Trazia na edificação do meu ser esse afã e entusiasmo por querer andar pela existência explorando avidamente o mundo e seus inúmeros horizontes. Perambulei por ali e acolá no alvoroço daqueles que querem viver intensamente e morrer jovens. Sim, vivi intensamente, embora bem menos que minhas ambições utópicas, e não morri jovem. E agora? O que fazer do que sobrou de mim e dos meus tantos sonhos inconsumados? Roberto Carlos já entoava que "<i>além do horizonte deve ter/algum lugar bonito pra viver em paz</i>". Mas que horizonte é esse? - logo eu que atravessei fronteiras e limiares e não encontrei esse tal de lugar bonito pra se viver em paz.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Respeite o fluxo da vida" border="0" height="99" 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" width="200" /></a>Hoje, nos umbrais da velhice recém-chegada, entendi o que disse o poeta espanhol Antônio Machado ao versar que "<i>caminhante, não há caminho, se faz o caminho ao andar</i>". Sim, como expõe o poema Cantares são as nossas pegadas o caminho e nada mais. E tudo, tudo mesmo, estava ali tão perto de mim e nos entremeios dos meus livros, músicas, filmes, cenários e paisagens, quase imperceptíveis devido aos meus alumbramentos pelo brilho indiferente das estrelas. Cantou Elis Regina: "<i>vi tanta areia, andei/na lua cheia eu sei/uma saudade imensa/vagando em verso eu vim [...] Já fiz a guerra por não saber/que a terra encerra o meu querer/e jamais termina meu caminhar/só o amor ensina onde vou chegar/(por onde for quero ser seu par)</i>". Talvez por isso continuei no meu poema acima intuindo:</div>
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<i>A vida continua indo, amor<o:p></o:p></i></div>
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<i>sem mim<o:p></o:p></i></div>
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<i>sem você<o:p></o:p></i></div>
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<i>sem ninguém<o:p></o:p></i></div>
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<i>afinal é próprio da vida se ir<o:p></o:p></i></div>
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<i>deixando aqui sempre nós<o:p></o:p></i></div>
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<i>ou lendo livros ou vendo filmes<o:p></o:p></i></div>
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<i>no aguardo do próximo final de mês</i>.<o:p></o:p></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSikGwwmfZFg1SNO-WQpeOoUjVXxZrLk9Wy7w&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Ciclos da vida: Maturidade por Vania Goulart | Discover Magazine" border="0" height="133" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSikGwwmfZFg1SNO-WQpeOoUjVXxZrLk9Wy7w&usqp=CAU" width="200" /></a></div>
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Não foi o próximo mês que me chegou. Foram os próximos e derradeiros anos que espero ainda alcançar. Será que seis décadas coisa algum me ensinaram? Foram apenas anos de subsistências e nada mais? Eu, justamente eu, que "<i>sou rebelde/porque o mundo quis assim</i>"? Não, minhas tamanhas insurgências e amotinamentos não me foram vãos. Não tornei-me idoso pra cansar. Tornei-me mais velho culto e literato para me preparar para a mais fascinante das revoluções: a inovação de mim. </div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT8Tx_CnKbzLUc06sfVsdwQFDTLuAtaXbnhVg&usqp=CAU" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Em busca da Felicidade - Fundação Pontifícia ACN" border="0" height="120" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT8Tx_CnKbzLUc06sfVsdwQFDTLuAtaXbnhVg&usqp=CAU" width="200" /></a>Durante decênios busquei assanhadamente ser feliz. Encontrei instantes alegres e aprazíveis, momentos doces e fortunados. Tive meus átimos de certa felicidade, mas igualmente períodos de infelicidade. Felicidade não é um lugar, pois a vida é cheia de paragens e vacuidades. Desisti, pois, de procurar ser feliz. Transformado pela impossibilidade de locar meus tantos e incontáveis desejos, passei, então, a buscar ser tranquilo. E hoje, quanto mais tranquilo me encontro, mais me sinto feliz. Talvez a felicidade não seja um fim em si mesma, mas uma consequência de uma alma menos desassossegada. Bem sabia milenarmente o grego Epicuro que entendeu que "<i>nada é suficiente para quem o suficiente é pouco</i>". E assim como ele, afastei-me do frêmito agitado das ruas, da inutilidade das conversações inúteis e do ruído ganancioso de quem busca glórias e louros ou apenas sobreviver sob o sombrear da subserviência e do medo. </div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Tranquilidade da Varanda" border="0" height="160" src="data:image/jpeg;base64,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" width="200" /></a>Recolher-se não é afastar-se. Ao habitar a vida que me cerca não insulei-me do continente das metrópoles e dos mercados. Embora transite menos nas calçadas agitadas e nas arenas das batalhas dos novos Polinices* e Étéocles*, percorro-as com olhares de visitante, contemplando seus panoramas e seus vincos, sorvendo o máximo que puder esse deslumbrante espetáculo da vida.<br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRH4TcpkJWSvFEEB9RD7vw74UFxwgn1sNyhVw&usqp=CAU" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="A Tranquilidade da Alma - A Vida Retirada - Sêneca" border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRH4TcpkJWSvFEEB9RD7vw74UFxwgn1sNyhVw&usqp=CAU" width="142" /></a>Por muito e bastante tempo andarilhei por veredas do mundo na sofreguidão em viver. Agora que me sosseguei no jardim das minhas metragens existo saboreando a passagem suave dos minutos, a lentidão iluminada dos segundos e o sussurro murmurante das horas undécimas. Despeço-me, pois, dos sentimentos externos pra aceitar plácido o fluir da vida, pois, assim como Sêneca, para mim cada dia tem a duração de uma vida inteira.<br />
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Hoje já não espero salário ao final do mês</div>
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"<i>Da minha aldeia vejo quanto da terra se pode ver do Universo...</i></div>
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<i>Por isso a minha aldeia é tão grande como outra terra qualquer,</i></div>
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<i>Porque eu sou do tamanho do que vejo</i></div>
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<i>E não do tamanho da minha altura...</i>"</div>
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(Alberto Caieiro/Fernando Pessoa)</div>
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<span style="font-family: "times new roman"; font-size: x-small; text-align: justify; text-indent: 0px;">(*) Segundo a mitologia grega Polinice e Etéocles são filhos de Édipo e Jocasta e irmãos de Antígona</span><span style="font-family: "times new roman"; font-size: small; text-align: justify; text-indent: 0px;">.</span></div>
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<i>Joaquim Cesário de Mello</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com1tag:blogger.com,1999:blog-840407047294014995.post-88806209626989151782020-09-30T00:00:00.000-07:002020-09-30T03:52:23.477-07:00A ESTÉTICA DOS SENTIDOS<div style="text-align: justify;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcR2KDZdD7JVqjsbn3UmtrvRMzDBW8weIM-K67d7pDBDj0viJaIl" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="162" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcR2KDZdD7JVqjsbn3UmtrvRMzDBW8weIM-K67d7pDBDj0viJaIl" width="200" /></a></div>
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O que leva o bicho homem produzir arte? Minha resposta mais imediata a tal questão é que o <i>homo sapiens</i> é um ser dotado da consciência de sua existência ou, como diz Voltaire, "<b><i style="background-color: white;">a espécime humana é a unica que sabe que tem de morrer</i></b>". Não bastasse isso o homem se inquieta frente a tantos fenômenos que o circundam - o que fez Pascal a se indagar e responder: "<span style="background-color: white;"><i><b>o que é o homem na natureza? Um nada em comparação com o infinito, um tudo em face do nada, um intermediário entre o nada e o tudo</b></i></span>." Imerso neste imenso mundo o ser humano sofre o sofrer de se saber viver. Inquieto, aflito e desassossegado o homem se expressa e se comunica com os outros homens. Beneficiado pelo desenvolvimento da linguagem ele fala, gesticula e se manifesta; sente e se expressa. Cria.<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQdLV9La6Z4jrpCfRS9GskZHZbiW_uLYXlQ7QX_zIz7bR-kwxwcRw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQdLV9La6Z4jrpCfRS9GskZHZbiW_uLYXlQ7QX_zIz7bR-kwxwcRw" width="139" /></a><br />
O pensamento psicológico humano apreende fenomenologicamente os objetos ao seu redor e seus estímulos e os julga conforme sua própria experiência pessoal e atributos. O mundo percebido pelo ser humano não é um somatório de objetos externos, mas sim resultado de sua relação e vivência diante dos mesmos. E neste sentido a própria capacidade de percepção humana já é em si e por si mesma transformadora. Na sequência percepção-internalização-elaboração-externalização o ser pode modificar o objeto e comunicá-lo esteticamente modificado. Aqui reside uma das principais qualidades da arte humana: propiciar uma experiência estética.</div>
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Arte é um termo que vem do latim <i>Ars, </i>cujo significado se traduz por habilidade. Em sentido<i> latu </i>tudo que o ser humano produz, inventa ou cria sua visão de mundo (real ou fruto de sua imaginação) podemos chamar de arte. O caráter único e diferente de cada obra artística se dá pelo simples fato de que o processo criativo iniciado pela percepção (proprioceptiva e/ou exteroceptiva) tem o intuito de expressar direta ou indiretamente emoções e ideias (subjetividade). Em sentido <i>stricto</i> a definição do que é arte e do que não é arte vai variar em conformidade à época e à cultura. </div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSwjY27vVFVoM-1eiQdHKwbZysEr-lAnLoSuP6TVQaB_qEyvcyx" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="124" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSwjY27vVFVoM-1eiQdHKwbZysEr-lAnLoSuP6TVQaB_qEyvcyx" width="200" /></a>Ah!, o que seria da arte sem a inquietude? Aliás, o que seria do bicho homem se ele não fosse psicologicamente inquieto? Bem provável que ainda estaríamos morando nas cavernas de nossos ancestrais. Somos, decididamente, inquietantes inquietos. Nunca estamos totalmente satisfeitos. Necessitamos sempre ir além do oferecido; lançar-nos à frente; pensar e buscar o futuro. Nossos voos tem raízes em nosso próprio anseio em voar. Ou como escreveu Bachelard: "<span style="background-color: white; font-style: italic; font-weight: bold;">a imaginação quer sempre sonhar e compreender ao mesmo tempo, sonhar para melhor compreender, compreender para melhor sonhar.</span><span style="background-color: #f3f3f3;">"</span></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRWx5PEK5PLBDpiCrjxkYfGilg3NhvQQQbg2oAG1h300nTCHN8pkA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRWx5PEK5PLBDpiCrjxkYfGilg3NhvQQQbg2oAG1h300nTCHN8pkA" /></a><span style="background-color: #f3f3f3;">O psicanalista Donald Winnicott nos propicia vincular Psicologia com Arte ao afirmar que "</span><span style="background-color: white;"><i><b>a obra abre um espaço de experiência em que se articulam paradoxalmente, constitutivamente, o sujeito psicológico e o mundo</b></i></span><span style="background-color: #f3f3f3;">". Para Freud o tema estética não se entende simplesmente por beleza, mas sim pelas qualidades do sentir. Em termos mais psicodinâmicos o "pai" da Psicanálise expõe assim seu pensamento: "</span><i style="color: #464545; line-height: 22.399999618530273px; text-align: start;"><b><span style="font-family: inherit;"><span style="background-color: white;">As criações, obras de arte, são imaginárias satisfações de desejos inconscientes, do mesmo modo que os sonhos, e, tanto como eles, são, no fundo, compromissos, dado que se vêem forçadas a evitar um conflito aberto com as forças de repressão. Todavia, diferem dos conteúdos narcisistas, associais, dos sonhos, na medida em que são destinadas a despertar o intessse noutras pessoas e são capazes de evocar e satisfazer os mesmos desejos que nelas se encontram inconscientes"</span>.</span></b></i><br />
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRfcRpvP9kCVAJxbMCqS4FHwOkRE29c_j2-Wjpw5T3u876Fk9Yz" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRfcRpvP9kCVAJxbMCqS4FHwOkRE29c_j2-Wjpw5T3u876Fk9Yz" width="165" /></a><span style="background-color: #f3f3f3;"> Em seu livro "Arte, Dor - Inquietudes entre Estética e Psicanálise", Frayze-Pereira destaca que entre a dinâmica da presença e a ausência do sensível, a experiência estética é vizinha da experiência psicanalítica no que tange (em suas palavras) à "</span><i><b style="background-color: white;">silenciosa abertura ao que não é nós e que em nós se faz dizer</b></i><span style="background-color: #f3f3f3;">". A beleza está em toda parte, já dizia Rodin que continua "</span><b><i style="background-color: white;">não é ela que falta aos nossos olhos, mas nossos olhos que falham ao não percebê-la</i></b><span style="background-color: #f3f3f3;">". Alguns poderão afirmar que Estética é a ontologia do belo, isto é, um estudo das sensações - por isto seu caráter subjetivo. Lembremos que o ser humano tem uma necessidade do outro, afinal ser significa "ser para o outro". Ao possuir a capacidade de questionar o ser de si e do outro o ser é um "ser-aí-no-mundo" (<i>dasein</i>) e o ser que se forma humano em um corpo humano advém desta intrínseca relação entre o mundo interior e o mundo exterior. Com o olhar de si e o outro do outro ambos os mundos se comunicam. </span><br />
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTrNAU7TwfkSD9eDAh4T2_YNn1F7WE900XmmntlIbc8Vhu-ZVy5" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="120" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTrNAU7TwfkSD9eDAh4T2_YNn1F7WE900XmmntlIbc8Vhu-ZVy5" width="200" /></a><span style="background-color: #f3f3f3;">Aprimorar os sentidos sobre a condição humana é educar-se esteticamente. A educação estética, diz Solange Jobim e Souza, no livro "Subjetividade em Questão: a infância como crítica da cultura", forma pessoas mais capazes de criar um novo modo de se acercar da verdade que se esconde nos objetos, nas paisagens e no próprio rosto ou olhar de uma outra pessoa. Lembremos que arte é expressividade, um fazer expressivo. Um objeto artístico, seja ele qual for, é sempre algo ou alguma coisa que contém vida e seja qual for a sua forma ele sempre tem algo a dizer, nem que seja até sobre o nada. O processo artístico por si mesmo é percepção, sensação,elaboração, fazimento, expressão e conhecimento. É como diz os seguintes versos de Jorge Luis Borges: "</span><b><i style="background-color: white;">Por vezes à noite há um rosto/Que nos olha do fundo de um espelho/E a arte deve ser como esse espelho/Que nos mostra o nosso próprio rosto</i></b><span style="background-color: #f3f3f3;">".</span><br />
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQNYWsXy1Ku-NxHVcTO85jjDjbNeGihW1zYhZjelon1le0JGdfF" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQNYWsXy1Ku-NxHVcTO85jjDjbNeGihW1zYhZjelon1le0JGdfF" width="160" /></a><span style="background-color: #f3f3f3;"></span><br />
<span style="background-color: #f3f3f3;">A beleza de um objeto artístico não se resume ao objeto em si, mas acima de tudo à psicologia do artista que o faz e do expectador que a aprecia. Por isso diz Fernando Pessoa que "</span><b><i style="background-color: white;">a arte consiste em fazer os outros sentir o que nós sentimos, em os libertar deles mesmos, propondo-lhes a nossa personalidade para especial libertação</i></b><span style="background-color: #f3f3f3;">". Assim uma obra de arte pode nos remeter tanto à elevação da alma quanto a seu aprofundamento; ambos inclusive. A estética, como termo, vem do grego </span><i style="background-color: #f3f3f3;">aisthésis</i><span style="background-color: #f3f3f3;">, que significa percepção, sensação. Representa, pois, a produção das emoções e sentidos humanos através do fenômeno estético, fenômeno este que nos diferencia dos chamados outros animais. </span><br />
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Se para uns a arte é um meio catártico de escape, pra mim e outros tantos a arte é primordialmente uma necessidade fundamental de aprimorar o ser para ser melhor o que se é. Além de um condutor de expressão da experiência da vida, a arte é a própria vida expressada - afinal a vida, ela mesma, é uma própria obra de arte. Sentir a vida e traduzi-la, creio que responde ao poeta Ferreira Gullar: isto é arte.<br />
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<b style="color: #0b2d7c; font-family: georgia; font-size: small; line-height: 22px; text-align: start;"><i>"A arte serve a beleza, e a beleza é a felicidade de possuir uma forma, e a forma é a chave orgânica da existência; tudo o que vive deve possuir uma forma para poder existir, e, portanto, a arte, mesmo a trágica, conta a felicidade da existência."</i></b></div>
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<span style="font-size: x-small;"><span style="background-color: white; color: #0b2d7c; font-family: "georgia"; line-height: 22px;"><b><i>(Boris Pasternak)</i></b></span></span></div>
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<span style="background-color: #f3f3f3; text-align: justify;"><i>Joaquim Cesário de Mello</i></span></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-15175849586073935582020-09-24T00:30:00.000-07:002020-09-24T16:02:33.050-07:00A SIGNIFICÂNCIA DAS COISAS INSIGNIFICANTES<div style="text-align: justify;">
<a 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" 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O que há de importante nas coisas triviais, como receber um telefonema de uma pessoa que gostamos, saborear um bom prato de comida, descansar à sombra de uma árvore ou contemplar o brilho esvanecente de um por-de-sol? Nosso cotidiano é tão cheio de coisas pequenas, algumas quase imperceptíveis e que por elas passamos como se aparentassem nenhuma significância. O poeta Fernando Namora dizia que fora de nós há o mundo e nele há tudo que em nós não cabe. Em seus versos afirma: "<i><b style="background-color: white;">fazer das coisas fracas um poema/... Homem, até o barro tem poesia!/Olha as coisas com humildade</b></i>". E pensar que buscamos a raridade das coisas grandiosas, enquanto distraídos nos descartamos da fartura corriqueira do usual que de tão comum se banalizam no conjunto ordinário daquilo que chamamos de cotidiano.<br />
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O que governa a nossa vida? Para Emmet Fox é aquilo a que nós damos atenção. Mas damos atenção a tantas coisas, diriam alguns. Porém não damos, nem podemos, dar atenção a tudo. As coisas são relevantes ou insignificantes muitas vezes pelo valor que damos a elas. Há aqueles que buscam o brilho indiferente das estrelas, e por isso desprezam ou sequer notam o valor das coisas pequenas. Ou como certa vez afirmou o escritor Georges Bernanos, "<i><b style="background-color: white;">as pequenas coisas parecem insignificantes, mas dão-nos a paz</b></i>".<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR2qMhPWnFNqzacyRelErCAXLSEyFdWAsrXmkA_1FIiRh1r6M6A" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcR2qMhPWnFNqzacyRelErCAXLSEyFdWAsrXmkA_1FIiRh1r6M6A" width="200" /></a>Ah! os seres humanos e sua inesgotável e incansável fome de ser feliz e de sempre querer mais. Alguém já nos referiu como formigas ególatras que vivem em um pontinho do sistema solar que é um pontinho da galáxia que, por sua vez, é um pontinho do universo. Sonhamos com a amplitude infinita dos espaços, desviando de ver que a importância da vida não está em significar e buscar as extremidades, mas sim em significar o valor das proximidades. Muitas são as vezes, diuturnas vezes, em que desimportamos as miudezas das nossas adjacências, talvez porque já estejam lá, ou talvez até porque já as possuimos e com elas convivemos. Desconhecemos a sabedoria contida nas palavras de Santo Agostinho ao dizer que a "<b><i style="background-color: white;">felicidade é continuar a desejar aquilo que temos</i></b>", e nos projetamos ansiosos e ávidos para imensidões além de nossas habituais periferias. Parece que é sempre lá, e nunca aqui, que encontraremos a saciez tranquila de nossas inquietações. Longe é um lugar que não existe - escreveu Richard Bach. Será que é somente no futuro que iremos tomar consciência de nossa felicidade passada? Ou será que só nos imaginamos felizes no depois? A felicidade há de ser apenas um outrora ou um futuramente? Há de estarmos como no poema Revelação, de Rui Espinheira Filho (<b><i style="background-color: white;">Ai que somos felizes agora/mas não tanto/ como amanhã, no passado</i></b>")? Por que não dar a devida atenção ao que nos satisfaz e nos faz sentirmos felizes no atualmente? Por que deixar passar nas entrelinhas do dia-a-dia o contentamento que amanhã destacarei em me dizer que "era feliz e não sabia"? O hoje, meus amigos, é impregnado de prazeres diminutos e minguados que distinguidos são então revelados.<br />
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" 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" width="200" /></a>Saborear as pequenas coisas - eis a lição que nos deixou Epicuro, filósofo grego do período helênico (século IV a.C.). Surpreender-se com o banal e o corriqueiro, ou como diz o poeta Ferreira Gullar preocupar-se mais quanto tempo dura seu gato do que quanto tempo dura uma estrela. Retirar espanto e maravilhamento ao se indagar pelo sentido das coisas, como nos versos de "Perplexidade" de Gullar:<br />
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<span style="background-color: white;"><span style="font-family: inherit;"><i><span style="line-height: 23.8px; text-align: left;">"</span><span style="line-height: 23.8px; text-align: left;"><b>a</b></span><span style="line-height: 23.8px; text-align: left;"><b> parte mais efêmera </b></span></i></span><span style="font-family: inherit;"><i><span style="line-height: 23.8px; text-align: left;"><b>de mim</b></span></i></span></span></div>
<b style="background-color: white;"><span style="font-family: inherit;"></span></b><br />
<div style="text-align: center;">
<span style="font-family: inherit;"><span style="background-color: white; font-family: inherit;"><i><span style="line-height: 23.8px; text-align: left;"><b>é esta consciência de que existo </b></span></i></span></span></div>
<span style="font-family: inherit;"><b style="background-color: white;"><i></i></b></span><br />
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<span style="font-family: inherit;"><i><span style="background-color: white; font-family: inherit;"><i><span style="line-height: 23.8px; text-align: left;"><b>e todo o existir consiste nisto </b></span></i></span></i></span></div>
<span style="font-family: inherit;"><i><b style="background-color: white;"><span style="line-height: 23.8px; text-align: left;"></span></b></i></span><br />
<div style="text-align: center;">
<span style="font-family: inherit;"><i><span style="line-height: 23.8px; text-align: left;"><span style="background-color: white; font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>é estranho!</b></span></i></span></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>e mais estranho</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>ainda</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>me é sabê-lo</b></span></i></span></div>
<div style="text-align: center;">
<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>e saber</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>que esta consciência dura menos</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>que um fio de meu cabelo </b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>e mais estranho ainda</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>que sabê-lo</b></span></i></span></div>
<div style="text-align: center;">
<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>é que</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>enquanto dura me é dado</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>o infinito universo constelado</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>de quatrilhões e quatrilhões de estrelas</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>sendo que umas poucas delas</b></span></i></span></div>
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>posso vê-las</b></span></i></span></div>
<span style="background-color: white;"><i><b><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span><span style="color: #666666; line-height: 23.8px; text-align: left;"></span></b></i></span><br />
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<span style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.8px; text-align: left;"><b>fulgindo no presente do passado".</b></span></i></span></div>
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<span style="background-color: white; font-family: inherit;"><b><i><span style="color: #666666; line-height: 23.7999992370605px; text-align: left;"><b style="font-family: inherit; text-align: justify;"><i><span style="line-height: 23.7999992370605px; text-align: left;"><br /></span></i></b></span></i></b></span></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSF06JNw7hU6FsZt43Xg161yddxZrZAPQ52HhAre_oK0NIKG-ujVA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="131" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSF06JNw7hU6FsZt43Xg161yddxZrZAPQ52HhAre_oK0NIKG-ujVA" width="200" /></a>"<b><i style="background-color: white;">A vida é muito para ser insignificante</i></b>", já dizia Charlhes Chaplin. Quanto mais tempo tivermos para viver este o é tempo de se viver. Simplifiquemos, pois, o viver, o existir, o durar passageiro da nossa breve permanência. Se certo está Comte-Sponville - para quem o que chamamos de felicidade é alegria, tranquilidade e contentamento - então, sejamos alegres, tranquilos e contentes - e isto está na simplicidade com que somos simples e lidamos com os acontecimentos simples da vida. Observemos, assim, mais a paisagem que nos cerca, convivendo melhor com o dia que nos incia o dia. E cantemos <i>gracias a la vida, </i>como dessa forma os deixo com a imortalizada canção de Violeta Parra na voz de Mercedes Sosa:</div>
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<i>Joaquim Cesário de Mello</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-47725123627859156862020-09-18T14:23:00.004-07:002020-09-18T14:23:55.996-07:00ZEITGEIST<div style="text-align: justify;">
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQ52rtzyytjc4373JZbZ31fMvSRlBZb1e6HOQ&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Zeitgeist: Você sabe o que é o espírito do tempo? - Universo Retrô" border="0" height="107" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQ52rtzyytjc4373JZbZ31fMvSRlBZb1e6HOQ&usqp=CAU" width="200" /></a><span style="background-color: white;"><span style="font-family: inherit;"></span></span><br />
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<span style="background-color: white;"><span style="font-family: inherit;">T</span></span><span style="background-color: white;"><span style="font-family: inherit;">oda época tem seu clima intelectual-social-cultural. Tal composto é conhecido como o "<i>espírito do tempo</i>", que em alemão se escreve </span></span><span style="background-color: white; font-family: inherit;">Zeitgeist. Metaforicamente é como a trilha sonora de uma época, cujas composições são constituídas por um motivo musical condutor que se repete como se fosse uma frase recorrente (Leitmotiv). O </span><span style="background-color: white;">Zeitgeist são as características de um determinado período temporal psicossocial. É o sinal dos tempos. E que tempo é este que hoje vivemos? Qual é o espírito dos dias em que se escorre nossas vidas miúdas?</span><br />
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" width="200" /></a><span style="background-color: white;">Seja por onde se queira entender o espírito dessa atual época um decididamente aspecto se destaca e</span><span style="background-color: white;"> tem proeminência: a intolerância. De onde vem ou surge esse espírito de incompreensão, sectarismo e inclemência? Ou será que o Zeitgeist atual é como um sopro de vento que descortinou o que jazia por debaixo dos panos há decênios e que o bafo quente dos tempos que se seguem reergueu à luz dos dias?</span><br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTrZeqRXaUk-qR-bFn0hbI8Vt9WBu8VCmbkuw&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Zeitgeist. Um ponto de vista cientifico. - GGN" border="0" height="105" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTrZeqRXaUk-qR-bFn0hbI8Vt9WBu8VCmbkuw&usqp=CAU" width="200" /></a><span style="background-color: white;"></span><br />
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<span style="background-color: white;">A intolerância parece ter sempre existido ao longo da história de Humanidade. Na<i> balança do eu e o nós</i>, para ficar numa expressão do sociólogo alemão Nobert Elias (1897 - 1990), autor de importantes obras como O Processo Civilizatório e A Sociedade dos Indivíduos, os extremos podem ser assim definidos: o eu-sem-nós e o nós-sem-eu, ou seja, o eu narcísico, egoísta e não empático, e a massa de eus onde o que predomina é o pensamento único coletivizado em um grupo igualmente narcísico, egoísta e não empático. Empatia aqui está na capacidade de compreender o outro que pensa diferente do mim ou do nós. Ser empático com quem pensa, sente e age semelhantemente não é ser empático, é apenas se olhar no espelho. Em ambos os lados radicais da balança o que temos são preconceitos, estreiteza mental, intenso apego a um sistema de valores considerado único e inquestionável, agressividade tendente ao ódio, completo desprezo ao diferente, intolerância profunda e enérgica com quem não compartilha com suas práticas, visão de mundo e ideologia, bem como extrema crueldade com o que lhe é (ou lhes são) dessemelhante. </span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="O que significa a frase O homem é o lobo do homem? - Quora" border="0" height="125" 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" 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<span style="background-color: white;">Mas de onde vem tamanha ojeriza e repulsa com o diferente? De onde brota esse desmedido ódio que nos faz execrar e maldizer o desigual apenas porque o mesmo não me é/nós é coincidente? Para o filósofo inglês Thomas Hobbes (1588 - 1679) "<i>o homem é o lobo do homem</i>", isto é, somos naturalmente egoístas e maus, cabendo, pois, à sociedade regular e regrar isso. Os pensadores dos séculos XVII e XVIII (destacadamente Hobbes, Locke e Rousseau) chamaram esse isso de <i><b>Contrato Social</b></i>. Todavia, autoproclamados civilizados, parece que nunca deixamos de ver o outro como um lobo que nos ameaça, mesmo que seus dentes sejam tão somente idéias, pensamentos, valores, gestos ou palavras. Vide os livros e culturas pelo Império Romano, bem como as mulheres queimadas entre os séculos XV, XVI e XVII acusadas de bruxas. Vide também a perseguição e o extermínio de judeus no final da primeira metade do século XX em pleno coração da Europa, assim como o sectarismo radical do Macarthismo na década de 50 em plena democracia americana. Vide o massacre de armênios pelo governo otomano entre 1915-1923, do grupo étnico tutsis em Ruanda em 1994, ou o genocídio ocorrido na Bósnia entre os anos de 1992-1995 em nome de uma chamada "limpeza étnica". Xenofobias, misoginias, homofobias, racismo, sexismo, fundamentalismo religioso, político, moral... Quanto mais complexa e plural for uma sociedade, mais ela será composta como um universo de desiguais e, embora se legisle que "somos todos iguais perante à Lei", mais parece predominar a intolerância àquele ou àqueles que pensam ou sentem desigualmente a hegemonia prevalente da maioria ou da época (zeitgeist). </span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Por que as pessoas estão cada vez mais fanáticas? - Edição do Brasil" border="0" height="84" src="data:image/jpeg;base64,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" style="background-color: transparent;" width="200" /></a><span style="background-color: white;">Na balança do <i>Eu e do Nós</i> Eliasiana podemos também afirmar que hoje vivemos um era do Nós-eu versus o Nós-não, ou seja, ou se pensa e se comporta como meu grupo (Nós) - como se esse Nós fossem uma unicidade egóica - ou você(s) é(são) o errado, oanti-ético, o imoral, o incorreto, o condenável, o impróprio, o reprovável, o indecente, o indigno e o censurável. Decididamente vivemos sob o zeitgeist do <i>fanaticus</i> (termo latino para "lugar sagrado"), até mesmo para seitas e religiões sem deuses ou nada de divinos. Como disse Nobert Elias, os traços da identidade grupal constituem um <i>habitus</i> social encravado profundamente na estrutura da personalidade de cada indivíduo. O indivíduo coletivizado se acha o detentor do certo e da verdade, e aí de quem pensa o contrário.</span><br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRrkh09cu9Z_xKc9VqKFOa7a5m-z4g0p1ZJTA&usqp=CAU" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Como aceitamos o diferente? - A Mente é Maravilhosa" border="0" height="139" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcRrkh09cu9Z_xKc9VqKFOa7a5m-z4g0p1ZJTA&usqp=CAU" width="200" /></a><br />
<span style="background-color: white;">Certa vez escrevi que não era eu que era diferente dos outros, mas os outros que eram diferentes de mim. Não importa. O que importa é como o diferente lida, convive e dialoga com seu diferente. Hoje, não se dialoga. Hoje, esquecemos que "<i>quem dentre vós não tiver pecado que atire a primeira pedra</i>" (Jo 8,1-11). E aja pedra pra atirar. </span><br />
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<span style="background-color: white;">Ou, como já afirmou certa vez o </span><span style="background-color: white;">filósofo francês Jean-Paul Sartre (1905 - 1980),</span><span style="background-color: white;"> "<i>o</i></span><i> inferno são os outro</i><span style="background-color: white;">s". </span></div>
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<span style="background-color: white;"><i>Joaquim Cesário de Mello</i></span></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-72424997228454576672020-09-09T05:00:00.000-07:002020-09-09T05:00:06.680-07:00DA MENTE AO DISCURSO E DO DISCURSO À MENTE<div style="text-align: justify;">
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Uma mente humana se revela ao mundo externo através da comunicação, seja ela verbal e/ou não verbal. O mesmo acontece, inevitavelmente, nas relações psicoterápicas que são, por excelência uma relação de ajuda por meios psicológicos comunicacionais entre paciente e terapeuta. O material clínico, portanto, é essencialmente discursivo, isto é, os estados e processos mentais do cliente emergem no seio do diálogo e da relação entre este o seu outro (terapeuta). Mediante, pois, a conversação, muito da estrutura dinâmica da personalidade e seus significados são transmitidos. Isto é hoje tão claro que alguém já disse que a psicoterapia é um processo de "transformação do discurso". </div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRUJCha7rHLpfQw-uR0rEkjETnQLNj0IAkZNS9zQs4-cuj6TlJrkQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="155" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRUJCha7rHLpfQw-uR0rEkjETnQLNj0IAkZNS9zQs4-cuj6TlJrkQ" width="200" /></a></div>
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A linguagem - como um sistema de significados - é um campo para a reflexividade tanto intra quanto interpessoal. A pessoa humana é um narrador de si, e tais narrativas são resultados de um processo de significados que estão contidos nas histórias narradas. O self de cada um de nós se constrói a partir de histórias de nosso passado narrado vividas em múltiplos contextos de nossa construção como personalidade e pessoa. O reconhecimento que o sujeito tem de si (self), isto é, a consciência de si mesmo, construiu-se e ainda continua se construindo nas transações interpessoais e por meio de uma trama de afetos e significados. Somos, humanamente falando, grandes contadores de histórias ou, parafraseando Raul Seixas, uma verdadeira autobiografia ambulante. </div>
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" 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" 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E o que ou sobre o que nos relata o paciente? Sobre si, sua vida, seu mundo, seus problemas e sobre as pessoas com quem convive. O mundo fenomênico é o mundo que existe no psiquismo da pessoa. O mundo e a vida em que a pessoa vive não é exatamente o mundo e a vida que ele relata. A vida e o mundo relatado é o experienciado por ela e modificado pelas suas perspectivas, sentimentos, fantasias e interpretações.<br />
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS0BaIux9ZCqnQT9Enm7JF4bw6w6WdyNB9vBYOwOyXXjE2Rn7LGlQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="173" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS0BaIux9ZCqnQT9Enm7JF4bw6w6WdyNB9vBYOwOyXXjE2Rn7LGlQ" width="200" /></a>A forma como interpretamos a vida e como a significamos é a força motriz psicológica da nossas maneira de sentir e agir. Em termos gerais, uma mudança mental provoca correlativamente em alterações atitudinais. O conhecimento que temos de nós próprios e do mundo em geral é menos uma realidade em si mesma e mais uma versão dela, embora frequentemente tomemos a versão pela realidade. É um modo de organização das experiências pessoais, e tal organização ou construção de significados que um sujeito realiza ao longo da vida pode estar trazendo-lhe ou gerando-o sofrimento. O escritor argentino Ernesto Sábato já dizia que a verdade pode ser perfeita para a matemática e a química, mas para a vida, afirma Sábato,"<b><i style="background-color: white;">contam mais a ilusão, a imaginação, o desejo, a esperança</i></b>".<br />
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<a 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" width="200" /></a>"<b><i>Pensar é respirar porque pensamento e vida não são universos separados, mas vasos comunicantes: isto é aquilo</i></b>", escreveu certa vez Octávio Paz, prêmio Nobel de Literatura de 1990. O indivíduo vive constantemente mergulhado em um campo fenomenal, se ficarmos nos dizeres rogerianos. O Eu de todos nós é incapaz de abarcar por completo o campo vital em que vive o conjunto de suas experiências, inclusive as pensadas e as não pensadas. O campo fenomenal é o campo da experiência, nele tudo que nele há e tudo que nele passa pode estar à disposição do indivíduo (o campo da experiência é único para cada pessoa). Nele há eventos, sensações e percepções que o sujeito não se dá conta, isto é, não tem consciência dos mesmos, mas que se melhor focasse ou melhor prestasse atenção deles tomaria consciência. E é sobre o melhor se apropriar de seu campo fenomenal que se insere muitas das abordagens psicoterápicas.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para van gogh" border="0" height="166" 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+EqZvPQED+mOj0cuKaBVYhEAkjrufz297zjnmWyAp1jRamrgkm58oaCAesMDPsDi+ZPiSVVukg7jVdSJEHTdb2n8sZxbaopdjl/S3TyZ+1pKIqZdaokHUPxKYIPqOREWvig5ng4StmEWAWMp0WRI+8fTF/JCJCzc3AYMZi9xYQO+KhWrmpmGBEEddjFuXoL98Z6MFUs/zG6mKLA7/HonHwtSdTUVhDArAO8EAGDsRIkHmJjFiKbzvH7/AH3xVOHcWdq1JVMqFIG2om5Ak2JtAxaspnkrhoBFRIDCLgwDtz5j2OPP9O9G1KtQ1uMBO4Ks1rciV5inpMcvz+mIwY9O5w2YAgarj9+uIKlJeUfSceVgxou2MTa6CoISf3+uDsusi1gN/wCn0/d8RPsQLHn39umAeJ8cp0k0QVloLWNjJO3Mxzx1+iuj316meDAXPxeKEQkvHmmtpBsqz21OS7R7mPbGYENU1KlSpEajZTPlXZfsJ98eY+j0uwwN7l5qq+XFXjivD0qkSCrptInULEgx86nmu+K3xipWosUCAUm+WqCDptsysCCp2hpHK0Yf8JzCvTpli11CHezKDDW29fQchiDjHDGY6ldgL9CPUrswMco62NjyaYcx+Um3onXkObIVNXh58U6B4dffSB5HEcgdjzg2jbs0p8RrU5FWl5Y80NYxYiCTp/7hhjTyOlFLoKoSDCSSptssa4JHygEYLqGhWUB7A2g2PrJFjymTz74K5rXumEMOc0QSl+WzSAakY0jHytqAB9CLe31wwocYD02WoGbcaqcMpG24JI98K8x8NlADQqiP5SYEz+ESVINh5v1xH/gaIn+E4qgiQCAPUcusxa+M08O1p7Lt+ij6xIuFQswwXPNqU6VrTp56dU8x05nHReG11qISMtUQAfgKGR0kBbdj0xTfjal/Fp1YZVjSbDlJ5AbjFk+EM7SqUkK5ZTVUhGqyi32DQxJuokx0OM0+w5zCtuOdocE1ymUpU2Omiq6jJLNck9oJP6YmzmVZiWWkGM21zpUAWMdvqcNFzDBTCqreoNhzgWHX9cL6+ZX8T62O83X+nS4nFNq5jA4eft/CpzY4ocArerVLAC5Cwo9Ao23+g9zclXB1KqwoMzBLExvFgPc4jy2UNSWckKLACRP6/SMTm0i4AiFpqxIHci8/6YjviEufe0b5K4a215WcRzvhoSxjpqO5/wBo+wOK3mOL1LwKribELEdgIYn6c8TfFebEinpq6okATcHq34R3kHC3hdBidBpuHI+bXq0qLmSylbA8gcN0QxrZ1ne7oL8zjvfopMvnc2HDHx1pm5aABHuBB9RFxvh1lcytT/8AIaw2+VAynmDpEE9gQex3wLS4GFHiivURG2ZmMkE2MWgE7CxvtjzN5YqVT/EBM1GpKgUDxAP5hMG9pEEQbi+Ml1OppE92uwryuan/AA/LKvyghCpkAyAwjaSfmE/TEFVTTeVgq0CfUSCPUA/QYWZLjDs7+IoRlX+Is2JALEkbXEGR64f5fLhkJXmSb7XIcR7m3K3fAnUMl3cR+VrPnsOCDqpq1A2YkAgHeNTAx18q/WOmNdbwtjAKsZi6nWgtuDJDdZHfE+VpsWliJULqHeOXedYntjPFDMGE/KREdJO35emLZYRwsqde6rXxY4TMoVAlqbRY/hCA3HZhHocV/heZZTUa6P4gY3t5lEgg2JknD74ukIWgT4dRV7GAQR36eoxVsllWrr4hglqgYD0MfcAYYoudlA11/C04CZ3Kb5nM1TRmWDmCQZgmBy23/LEyUidL21ruLdmj2j93wIWr6wKaIUmY1DUQOouYPp74Z5aoxtVphDBsDq57beb6DbBw8TCA5pIlZWy6VPMpKz5gQbhliQD1tMfUYJXOOClUN5wIFSAZWxhu1vxC3XlgWhkQTqpeVifMq7OOtz8wkHcEx3GJqjMFLIfMZABgqTEiR67xHvjJaHAyFkOLTAKLf4obxNTDRTUeYL5tRMeYAsAI9+24xlX4jUsQqnTE6ndln0FNWP1jCNPGdZbLhmi70/MBPIrKuOc2P9JhlXUAakA5AgA/c74U+hwzjZnomvqHgXKPzfxRVDBV0AEXcgnboBpb3ib7YWZ2r4gHiOSpOoDaWHP6c2JMTjzUUA1N5puFAJ/8rR+5xk1NXySDYBiLDe+/2n2w1Tw9Ol9oQnVHO1KCzGfqK0U0DG583S1z+nacZj3iFfS0fi3ZhESREelud7Y8xZN7kqNa2NEXwvjFSi4VpB2g2BHS/wCRH32tuR+JqTyHPhMPwtMEdfflEm3MYolOoWAK6XT+Vz5lPbmDPI43q1gNOtWKGYO8bbX/AC6Yo0mvku/O9VgOLdFf89lEYiortTYCBp8yEb7AEH2g9ca5lQ5KtptHlabH/UTb0iRilcP40EPkNuamY/Z5/kcFDihZzqqaUbdHl1IttzX1XAeoPPzWi+eHkhfiasVpE+EKNVSGPmbeV0wJhYMEROHPD9dTKLXLmrTNMsys0FXUHVDL5okG20YWfEhomg4RmYqpIEyF9yNQ25nphd8FcRPhVKLMPlYoDuZEELeLGDHPUcCqkioBzHetMaDTPcVXs7xB6tFdbFvPsTPK3fDn/wBPnqHMOlJqStokeILeUxIgXa+/c4qtEgqJ+WNu9v6YcfCUHOU9QBUAyNgQKbdPY78sJNcXVGnw/ScLQGEeK6smWa61a3iyOSiJO45SNuvpiGqigamZQF5tYD0Bjn1+uFOb+IEpwtIU0J2VRMg9kvHqcI69FKlQeLUqVPxCmCFVY5m/XofXHRdQDrm/daPPZSbXkd2+Csb8eFMygd+RaDEdunOIH1wzyjuyhqbeZyCVMg6dxY35+mKfQpO/mqVoSR5aQ3vIBaNRt7Ees4MzHFqdMBapBUD+HIl4J5RNpwHG0DWp5Qcv6RKD+reHRPqnHxhnCoAAJqAx5IkWkgarcwJ7jph18P5VqFGGH8dhBMzG+7dr/fvij0c0M1UBqBykjSraQLXIgAA7E3nfti35nigdGdW0jUNPoHF4PODB6aj70KJZSDJ1/ameXEo3M0yw3303kAm4jsB/U4rHFa/jeIrUwAlQKADPz6Ch2BBJJPa+G/GcyymkuwKo1pgwjA/QlTE8hgfNO2rVRWnpqMviSL+VwwAPUqefRegxWHpdXBPl8qVCHSN9yF4Tkqhk1fmNNkpu03WSAWHPSJE89+eHmVJpU7qWGlLalgFNrzHOQe09sA5XLhaj5dyV1y9FwSIJ+ZRfk0mBzMRcT7TTMohViqsBBLLKm1yvUG9oB9cHc7N2ZQwMt0xGb1KYABiWgg6ZveLRHfA1baJAJgHqBEsfSLeknCjNcTWD4jVawU3pqEVB01aY2MXO2IKFN83VV6dFkpgXb5VNtgJ0xyLHviuqaJJV5iYQubotmcxpRZU/OYMAR5RIt27x64cZT4WRR/E16bwtOABJ5fiJ9sMUelSRUClp2USQd7mILT3sY5nAXGeNmkdJLqwAJ0oCLjYFj6cumJ1r3Rk05qyANVIvA4chQ3hEW13IPo9o9gcAcSyjrGkAgAyszbqLmAInfG2Q+JUJYGpUUgW1oNJ7goJHvbtiytSWrTDEqSRMgj0EH/kHvgLjVpjODN+KI0secrhHgqDUcpDhlYAjxbCRMea1oAM9wd8FZgBrEBgRIP5fTrgHjeW8KvAGqmyMriPKQDCqTG86gP8AV3xHXzml1F9T057SszH1Aw9SdN+BSlVh4ard8vUUh0YCALOv5MCGv3LbcsZURWgmodXPzFr/APdPtg3L5eo0KDe4Agnb3nbv+WPMnwKvUqCyBBuxQiD03k8uX0xKj207k2WmAusAluYqqouzj0AWf90QPQQcGZOjUqLFGkTfcRpj1NvpJxaMp8J0VbVUBqH/ADRH0/TDbMV1S0DoABy7Y5tTpZuaKInv3/COMPaX2VOf4cdkE6EMzG523Jnf0JGMw8zeadGgIQpEyXgk9+ftGMxBisSRI+FnLTFlTMsKVYrEa5326Dab+hxeK1NNKo1NSCADIE9L6RFug9ojFAUwwZaQLwD5lH0P83154b5b4je6VEemItYhTzIM785iJnlg3SNCpWy9W6FeGc1k5hIQnxCiJUIVF25XBWYHWI9rjpuoqMVlzTJAMwrFjfe1m++HeczpYagviKbRSBAC9PmM/XAXDuFeIQaYqqSR5GkgTA2kyBMb/wBcNtJYwA/n+0OZKW5XM0q0qCS1/L5pFiNmvPvhNwWuEqqGaASQYG0gqZ94tjqifCSDVqaRAiCAdt469N8cu+IMkctmalM/haRN5VhK/wDiYv0xz6+Kp1C0sMkeSYpUnDMCNUuW0CZifQwTfDD4ZqAZqn3m/qMLU3PacG/DiFq1NQdJPPpAOF6P/Y3xHujVPsPgrbmHWpUGh2Go6TpWCbRdhfkflPckRiOnwenRY1KaNWeTYlAFPKZuIvdiW7dY/hutS8DW8eISeQLH23PvIGCzmC0hk8OiwgM5CuWtFlMfnc8ox1AQ4Bx19kmczSWjT3WUcpWrQ9Usi7hFIC7yPlHmv036XgEf4CpUYhKY1MPLIJJ6mwj7HDj4e4JdSW0jUSCd20m8bBoJ+uLi6UwRqWSCdPMgHcWk/ptgFbFNonKdeN9/C0ymagnh4b9Vz9+BVqFM1iwbwzrJLGCLFoHpI/IDBnD8pNGquqQlRnUi4CuohiR+H574u7UFqKQVOlgQdXPt3F9mBGF+epUcshfypTUBGVhYBjA2GxkC4jGG4oPGQrRolpzBCoWemtN0iaa6G5monUA2DKEMevTAGXo1CWDCab2usjUsqQRbkBBBvBjcYc8JqKaegEVKakGmZkxyB6lSLGdo2g4EzFcIz+fwVLGfG+Rtucwp9YPbngoOoWCNChn8Jv4L+YJtTPzbWKsSNQi4i8e2GT1DEIPEEEaWckwf9WoHpBI/TA1XKpVADANp2ud+q9RPMb874iWmokeOVPRzMDoOUel8U+Tve+KppATBsrSAUlBbaeUdJ29BGI3zYaQplom5IgbdI9sALTIcj52PSo62HVZP54V5viBQy2iiAbsdJf2kkn93wP6eTmc6VrrrQAj+LcUGWWUvVIkF9+4VSIH+o7zzjBPCOGJUSnmMwniVmGoB1ECdvLFrXvthAKiPqaDUciQzbGBaBb0i+LRmMwfKoMEQy/yuoF1PcqT7gdcFqWaMvFZp3cZWnF+B0K9NlKhGAMaPLpPtHPniT4YpnwgpILDcxbZfa7amPc4zOVmdHSnUVSRYk7A810mZ5RyI7494PlDRpFdWsz5iOtp367nApmmRM9yIRDgSEm+MKX8JubTANrlWF5HVdc/3GKxkuCNUqrcakB03gAGB0vty79MWH4orNApoC9QsfKoJJJI5Dla56HD7gvBly6DnUIGpiASWgSB2n64zUxbcPS5u4eXH8yr6ovdyH7/hb8O4WlBLwzc2PLsP3zwa7czt+/v+XviOsby1z/xsOpOA8/zd18o2BJj1P9rxtjjS6u7NUO98ExamIaFLUru3/SjpqN/oOeBA2mfDIqVtmY3AO8EkxPYX2tgDL5tqxNMuQDuKcqFBuJMyAdpO/TGZz+Bpo0hNpLEgQBY947xh5mHIOTfn+ku6pIzb8v2szCBL1H1VW3uV0jpaD+QxmF75uksyUbu+k/8A2kD2n1xmHi1//knzj04IAI3f1SxuIVV8oW/KIb05bR3GMRqzqbjfZ1nvIkwfviN3LKR4pQkbmN/RiPzwsSuCSDmD3K0mgwOumDe9r4eqWdf9fKjBIt+0Qck2oEgrUFi6fisCZBuI64sHAc74dQajri2wJmQLRzmL+vvRQzPZGut2JBEDkdhz5xzvhvTzjrpNSmBHNJj1Mkjl2npjMCqx1ONeKtwLXB0rpObAYyG0Hvz5yLjl+W2OVf8AqLWV862mLIoO480XPrBX6D0xYs58XEAuDqaNiT5R0iYa+0id98c7zmcaq7VKl3Zix9Tv6enIR0xwBgRhnydSugyuao7h3KFz164O4GStdCCLapJ2gA++AXPaw39MbZJ/MJMbj7HBWmCCreJbCuvwm5GWWFDy5/FEe/IER+74lyHCdDs7gGbh2JN+vsNuVuWFfwpxAUaVQkEnWAFB8x1qAAB+K/5nFpyFTNVAS4pU0IhJA17mxEsABtaD0x06JblbN/ZIVZBdBiVZ+FqZV3kaFWmoNrmTqHK5jboOmG9YkK7WDcjE2/vGBeH1P4SayC4I1WiADYxeBzn++GNGoNJDLqkmRvz5xjiYpjjVeTx05TEJ2gQGtS/hHEjVaGuoEhoH6W27YJztJai6HGoMCGkTK9I72++JQKYkqkdYET1k/pgLOZ8Ib8iLxtPcmBy54xhadQdkmTz9luu9tyBAVFzGdegzrQpsV1D+I06R25KI6SdtjgheLVtQL1g2oCUKi0gbGxX8vWcA8VzlOpmiSELhgoL1LAWgIgJk+gAnmcScQzYpsAFh422PvB/fbHoqfa1hcp1tFO/E01gipV1j8N2X6ILeuJTrc6vGrqDHkViB2v3taTfC/L1BMNMnlCg/YGcDrwXz62osATYuYJI2tEnbczjRaN2WQfJHZnIlNbUdKsxvq8VpjlaWAme2xnliKnlqjnzinqA3CyQO1jf1O2CqfCyQF8+gwAiAqs9yo1EdRMdeuH3DvhjQQaj6m30AAL3m1xOA1sRTp/efKfhapse67b98fKSrk6bhhXYGnEFQFEgzE3OnltGCqfEqAikAQogKTEjkB27COkYsP/s9MLBCsZ5qNI22/wCcbZbIJTInSGO0ASew6D0j9cJHpKmSbE/KMMO8AXhKxX0m6bmJYXa/ITf1wfV8d7U1Cg7k7gdhNv3bB2oGY+oI37nriGvXVVJYyOwJv2H7N+WEqvST7NY2/wCfRGbQGpK8yGRSlOm7Hdjf2/4wVmLCWYAd9/3y/LfCts87fKfDQfjcQAPVvmJva22/PAmYNKJLO6GZqfzNyUE7jewEbYXpUajzNQmT5nw5eHsiuqNaOyiK2fVWLFw8fLtoTcbc2+/c86zxvi4Ya6tXQp2DE6m6aVH6D6YB4n8TojkKANJgWMDrbr6nCDjPEqOYhwhD7SIHXy3JaJM8zjsU6TaVxE87ew0SvbqfcDC9q/F1SnK0FCLeCbnuY2n6nCXN8VqudRdjPIc+5O+A/H3BAnlN7zYf17TiFjcxsPXFZ3Em+qaFJo0C3d5PI+t47XxmIgeZ54zGQFZKuGYryL1AJF+w9VA+sjES5kmFSpWqk/KqSxP0MDb+2LPlfgwZgIwdmpjfUmhW5hlE6j/uxa8nkf8ADKKalmXe2iVPr/b+mN4nH02WaJd5/pBaw+S5m2QzWz5aqU7FZj0Ikfsd8S5KmFqimHZT/wDDVtqHIKbx15GeuOoL5rS1+rLP/iJH2wk49wHxVCurOk8iutLbpyPUgm/fbC9DpFxPbAUfT5KncUVPAqxchTE/Mnbqew2t3tSi1wMXD4g4a1CkSxLgyEqmYeDBDcw4vKt0tOKgwk+1vTDGLqCo5rhyV4duUEHmtWMye03x7l3iJ6/s48pif3641QC2++FUzHBH5DzGmimGNVb8x0I/e8YvVOtSo1NKw1Vxp1FyzbEmbyYvZjBJvaZ55QaDMwQQZB6WnDni1YUK9ILSNJVVWEk6yGJMnlJ/XDNGqGA25JarTLirrlM+lJx52djaIiBtEL5QNt+0YtK5waTrqDSAIBU6h/qg/cGBiHhHAKaIHJHmUEEf5hI8xuN+UYNThNGAHXVz0wbxzMb9cXXxNB/Zdfe9EBlJ7bhAP8QpURlBLHkaJcjl+KoVAO9pwD8TLXq0wwcUlJEBisiOZsdTG4gC33xZf8PTOkmmqhfkECQO3Jdh/bAdQU2qamGrTZi7WUXMAAXM8rep5rsxDWDstRXtJ1Kp+W+H4YGGkn525H8yZtizjg8oFVIZt2LKCIvy262+uHNXMoBPlAAm0THXsO5PtiKhxFailkMqBczbf099VpxkY2q8jI0Bo3dQ0mj7jJQNHglFIDOS/PRIAHc7/XviNHy5bTSptUIMawCwkGI1tv3nGjMjjVDVlG1NR/DYk7nk/qZFr3wBx7OZmmrkmnTVaZOnaFAJgQfLYEAKBu0mBa6jn1XXdf8AHp/SprWgWCtVBkHlBGpdwL6T3P6b+mIcznxBCsurlO3r3wkr8WRgBpUU5Gkc/UwYH39SYGFNbilGkxaoWZjMC8D0BOpzt0B7YFSwD4zPnfM781bq4nK1XAZk6Q1tt2/pzvyGIaFdX8yyzGYdhAHIgDeOpP1xQMx8TUbD+Ko6EMSw99h2n64ZL8R5emiGktbM1DyIIVDv8sgW6998FOBAZZ1z7b/pUKjpu2ysL6WktUJUXJIOgXsVLeU7bnfla2IMrmmqufCpmoqkga2gD+25vHpbFC4px/M12kp4YPyljaOy2j6YBTPVtLqcxU0HdVMBj0gb2/dsFGHa3mT+B38j7KpJ1gev7C6XxXO00vWcVImUBK0gZ6bueXqOW2Fv/wDtaLg+IwUiwWnqJi8eYWUHoJ9TjmmZYiZbV6m3X09sDKjudyBaB+4+tsUaLXANjfhsojdSZRHxDm0q1WdUVAeSi3bpJMXJ/thbTvb6+m+D14cZAMzPQycM6Pw2xli6AbkXn02/rg/UPPBb6xrRqkNLKl2tthtleCEhhby7zvPIAfvcdsOMvkwjADzMYgXhV2kxz5ADniUsr6l0/wAFT5mmA0fhk8hzPaMMswzR92qXfiCft0SCrw0AAab3+0dv3fGYb5dqjEuoCO4BCtIApiQNrgsST7HtjMEFFhuGlYNZwsSF0/hmSSmq6VLNEam39JjYcotGMzHEadMwzKG/lEk/f+mAqFILpqVHqVHIBW5ggi3zQB6CMZXR6rAlqYWZAapt9GkDtjy4ptqViajyW89L8hOvomy4tbAbBWj8TYmC6ldxKlDH0+9vTBeUrGpKttzvv3DDfCrONVsIJA5z5Y9JJ+uIkqkCbDuoWR2kEiPp746PUtLBlIHKIJ9gkzVIdde/HWRnJ1DJqFbqQIIFgSxuHgXkhTynryECQSRbbHYM9xA1MtWohlZmpsAGsZIO3MyPXHHXa0c8ZyVWWqGeXgnKL2ub2V6ixaOZx54fl9P31viZ2gz2/tiDn7YiMJKw3B7jDz4plqlOqZitRpuJM30hTeTaQbTI7YR6okeuDc1U1UsuZMAMkHkQZ/Ij6YuJWTqF0T/08+J/4X+HrHzICabGTKkxpjqNh29MWrOcRNMMSYPISNR9TyHpbbHDaWaKwRZgZBG4I6HF24Fxtav8SqQaoNwzc4mQDsO/riU6LXu08ufd3IFeW3CuP/ui0tXiFnqtHkE2ANjbYd7AxzxtUzs6dPmMWMEKOyiJA729cV/NfEdABik5mruSAfBQ7epja+/XCXNfEFeqt6hQH8KQPYmJwWnhQ68X9PL+YJQjm0091as6yJDZirZj5KYIO3ROZG2pjbriXJVBWEVP4dCJSnPmcdWvflyj9Ob1swyvOqrpUyCW1KOd12H2xYOE/FxBYmnrq7akEyN5M2BnrfoOWDOp8Jvv1779yrqyBIvv2V+XNFE0Uh4X8lh5RzYzz3gR/XFA+KM3at4lYPUa4VZNzaTG0jrbkLRjfN1a1cE1amlWv4VMzbfz1OZnkB9MKP8AChK1NFW2pPSNYLGZvbneIwVlE02ucBrx4/veippzEAnTgN75o48RapSUKhpoBZUPmeRbzm8eg+uAmVwPLT8MExIWWbub43VgFVHqudIgKu4ix2523OMzjyPLrpr/ANpPsPlwxEieKsQDAFkmrL5j5xqn5WSP/wCjf+mCMqXYtpDEi5IMAbbnkN98TZLKtVbSodgJ87lio9JmSf2DyLq5UhQtOyTudmbt/N67ffAG0y4zwRXVALIN6LOQG8zH8W5AvEyQQOnvAMHAZWX0ICWAloFvS/1/c4aPk2Eohl33eY0AnkIsOU/YQBhrw/JLRUqq3tLe4IAtYWkz9SYGDdVw05n4QuvA+EhfKBRquxiANiWI9dh197WnZKegbBnMwqj/AJAUfsnbDDM1lYiICqDBIA36DlJ+gHOLk5OmAqsYltgB7aoJvJvE/kTgzabQbW37obqroug8qjIN9VY7C/v/ALYMxbc9zgxwUUXmoeV7tFz6Cw5CAMe5UrrCLfcM12mLkSBYTck7mANsbU2nVU0mPlWdv9J/+zc+W1jqAhudK9y1MIpkyzAEmRckfWOnMgAWwPnnVlJJiinzWuxG4H5YkSmS4MksbtYyJBuem0XgbDEtXLKdJKs1NCWCKD5uk+m/0tbFOyhsAje/NZk5pO9+iBWoyidM1XglZ+VQIC+i2HqTjMEZPKOQavhszObgAmAJge35zjMCzMH+0LcOOjZVky/HFKKGqMxj5aa6EFvl1CJxLW4krizuo66ifzj8z7Y5cKzEL530jkrbdowwyvEayGQSyi5136fsevPHMAoZrgjwMekQmn03xY78VesvWOoFajaeayTO95kX9cGa6byGZu+0+stFsUql8Q0mB8QaSOVyT6dfbA7fEDvaih0iZ8SDG23/AD9MNvbTIEOPul2sqEwQrjWyKGNNQN0BkN7c9+gxynOqA9SCDDtBGxEkfp98N+KccrFDTYo2qwIHm33HQ4r42PsP69sJve51nHfonMPSyStmM29MY0T9fpjynvvjchQRBkH7YCmeCxFkm/rjzV5Y5ap+tse0mkz9O3649eoCBb1GLVFRnEtCoFYE3WfMOo599umNDv7fvfGhMz+98QGDKmtldWzdMKFNTSo2RBAv7dN5ufsVdesSf4YYAGCSR6WEz+ftjVWbSsJTMKCSSZ23tb6zudsa5euWfZggF45kxeOljB746TqziIlJtYBJTLhPChUvrWYJ0yI3UCSpMb7Cfth5leHBQ0VKSBBGlUbcmTNxA2kxvywrypABDLLxvE3PMrIIse5/LGqONtQkgXkoZ/33MwO8yZM4oBwuChuJcng4c7hQKlOXbSoIINtySDsoBvzg7bYScRyxTOJTWp4pV0GqIAO7CLmxH72wRQp1BBSo4YMWDAksNWuZNhEs3Im++IMgGSutRtDaVYyWa+mxJJvs0k8oxHOqn7jZU3K0GIlQZuRWrKiywqG0gWdtQM7x5voMMcl8PCtTDvVu5hAlwRBJuSNVhvAF1xrl6IOZatVFNlqLMKzW8PSszA/YGxwSiB2XzGnFMVZQkGGDKVBOyyDAkxPpgbnOiFYfy3srylkWdEAASkTpVAbEgmZIuxESeVtjfGmaylaStNARq06gR9ADyHUTt6Yi4hT8NVVKhLgEjYQHmBZYkgz27i2NKfEX0r+B1tDkXutgSYuswfXBfqHhCLEKlZlJXyJUD+YuSQO/LU0QQCefufaGbJlDUdl8MNdQDrax1Q14ImO/Oxwe2bSqqLURahJtO2uCXJvtYwBY42pZGkC2immvTJIAETyuD69rWxh1SobrXYFltljlysMJZzAYnzE8yWBBFw3264kzVGhoBpswaQNTQdQM6rTC2BsgHLlIwrC0vFFJlqalMiQYB3mV2PWbX64LzHDqbAmGQzIKu9uX8wG0gwOZwnVxZYbyPZFDEZWqJ4OqnAVwpNyJB2meQkz7Yj4hxYEVSVANEAaYExpDE23BaPvbaIKOVpp/MG3EuR7DUbjt6YJVFYyQsxFokgbAwLi5ttifVBwke6z1QBQmVzZPiqBLWmfxdBFifWw/VplwhEtVCg/gQzfbeCeXU4AOXoopChPQC9/e/rywXSzoUxppqJAki09N4nFdY4ssDHgP5UhuaymfSo8lWoZO1z1n5h6c8ZiV82YHmpEf6v0DYzCpJJv8LcLntSiAFOsG197HleN78p5YhXMXgFekkEQfQbzj1yN7AxvYmd9wP1xrUYxIM2kwP7dL+2Hw0RdMrUITHrdj+nLBtHhzGDpJEWLC35gj/tx7ksgXRWMCb7yY5Egdr7+2C6vDXAILSAAT5WkSbDpNtu+DBpA0Qi8Tqq9WqktPPcW58sDxb3/p/fGx+Zp++Mm04TKPEBRE43cWvy/f641p8+t8eBov+5xFtSFOfKLfXGqNc+k48dyRvbHii+KVFbIbnG4W04hXr1xtTYXJ9I7YtRF1M67wonkABuTy9TP9sOUyVQLBEkiIYQwcR083W598V/IZk06iuLFSD9CD+/XF+d6qq9QaixU6WDAgSJJvt6DBWF1yBKDUIEDRJspmiovIMbatufLcc8GZWs9U6UTWdyoCyAOZ/F9/zwsy+QqOJkWvdrk/Tf1P1w9+BtFKpUqCspc0iLiAfMDbVBgLBIExG+2KfiKtMS4LZo0nfabozheRaq1TdTSIhNRWXg2JWDpi1ibn/LGN6GSp1a7U5Kk0SWV9TOqswVkLExutmm42tGB/izP6KNbw8xqqHw9Lo0EkM+oQhtCkW2w9yhp1RXZT5tY1ENZv4dNtJExBll9JjBOtzCUoWQq1xbgj0MvRalrdVLC4E6WIOowSNJj2UiTOFmmuLIlSwA851AgGd5P2/QDFvz3Ea1SrxCiyDwqVAlDpYamKAgEzB57RtisVONsKqoRGqCCYsDPVSTt/fBKYzC55Kjm4AIbNVjSlnDBSDBPIk2HpePYWwzy+bd40VHExY+CTBid1mQOuE/Gq+t1G4EyLQSDHveewv0xArM1QEGCRBhR9IPPv+eI6plJE27lGsDgCRdPuLZOozU9DMHAN2CS535MNoOw5nEFOqaMq9ridhyJN/QGL40o5ttTK/luJlYIgzeI54NqcM1+fUoVgLXIMajtMzfb1GNgl4Jb78OaGYENd7cZUVDPbqUhPLIiYkxqMzqPOeUT2wRmESsQ7zKkQFcgQtwTfTf0mPTC/NUGQNU1I1MJpIGsNE2IDevU2xtl+IA+JJlVAeB0tJtckXt/bFW0cFCDqxSUSfEMtd2gfyooBmF/mJHtONqzo4InSBctqIAG3eQT9e2F2ZzzFy2vkY3gWiBHry+98L/8AEEDR81l8x5GTJ25bfXri7cVsMPBH5OmwZYJMOTqbY+Wxj3MTzAw3p8RU+c/9MAhABJIWZN+pBv0EmZEJaznTAEANA5mAN56z74DbUGpg3AAX2n+wnEJDdFMue6k43Q01NRA81wokkCxkyNzPTGY28ctc3Mx3Ef2jGYXeO0mqZOW6gZ1udNPrPlBn2Gr688ZVMiApuNpMD8+fORvj1aJNjANtrn6GJ+mJKKCk+lwGhZABmWPImIm8EdsCLmgLScZbhytTV/FeDzDCN+Ujb9DiSlwkA/8AVqm+xCEH7TgDL5jSZGkFjDC4U2nrIj74OHE7xpXax82n3B/O/wCmIMUl3UncCqrxfLeHXZb7894wKehw3403iHxIgg8vlI69eWxAOFLrb2+2Mkg6JhswJUaC8e2NDsPXG1zjHGIiLN5OMrfNGMXGo3M4nFQrFGPTTj0t/eMexjzaO+LUW4HOMWDh3GlSkabajHym3yxsR2v7Yryt9Z3x4CeVji2PLTZYcwOEFWGnnwRYWtE72uT9eWI6dQG1xyB7m3tY8r4DpVlYbATaO+xH5H7csSkaYEDvM7dTE2xZeXfcg5YsEWHix/T9fzxtluI1kUCnUZBM26R3HYC/3vi0ZT/AtTQNTbUouSrTJvFyAfcYRcUGX/xIk1Eo6RYFQAfNBhZEeXbfviVQ5rC4gq6Ia94ZKGfiVVhDVahEbGo5B9ZOFwIJm8iwJJP5nblHrj1FojxVY6zpPhkBpL/ht3PXBeTyWmVYS8QNrSJN9rfa+A07lHqMyBL6DGYi4/QfW4xPQzBpsGHzLcR1F57/AL6YaUsijKSVBM6VsZPLUfW5jAWZygYsEsqmFPUiJn32PY74Nlz9lAMN7UqatmC4Lu0MxACxM2vv+z9cEZLP+GpBurDpccjIIANu84T1JtGq0hbbdj3B9sTJWMwJmywZnbaPWbYI0AWHKEJwOp5yrmcnTegqBzBWDqkiOURHab7/AFwBmfh2mqlkYlgpixjbnzAmML8hnCgILeUi2kmJB5RsNv3vPSzymmoqVYczPmmJm+946Ww2C16WiozQ2nkk+ayxQspm1tpttsdv37irknMEg6bSYG3M/rg1qwYEFlZojUd+k2X9ee+Jv8TI0+WYgGRyEDC/Vye5O9YQETX4YhAB8QGNvEW/eNJI9MQjgqR8zf8Acv6rjVcyZCAs0XPOLbARvz9PpiOrVaxBge35Rt7YOamGGougAVtA5ELw2mNixP8AqH9MZiH/ANzPYn1Fv30xmLz4Xiq/5HA+y8VBqeB/00kA7tzJnfoPbGj1tUAgDnMcrfbBBWw/OTP1wvzh0TzKmZ9ccQNzJ3VEKSFiDYk7CTPM9dhb1xhta5/ofW+5xCKvlD3nucZmqmhVNiDf6gYgYdFIUlVwYmYO8HC7M5fTcSac2JG39sMFOykSIt25++B66EAweR5dJxqnIMKCyXvT5j3x61O08uo5Y3RI09DyxPRy8sVnlOGIW0v03x4fvhhXyei0zPbbBWV4TrW7X5W/vioVyk9PvjwDf6jDuhwcOXUt8vON/viSp8OS4QVNxM6fXlq7YkKlXdsbIL4bZfg2uqU1xD6fl7Fp37Yn4n8N+CgbxNUgmNMbf7jiQrQ3w9SRmdaobT1XdSJ7GenrGHHEaGT0aab+f+YstjfeLG/IRgr4XoNSo6qbAeJ81jyJAuGHf64Z1BUJWKkRaNIg8/UexGDsb2UpUecyVUKyD5q6Rykj9FEen3wt+JEGpSCIYC4vsT/XFlZasT4xjmCtj95xV+LMHjygQDMRfboMXVe4tglYogZ5CT5WuSVJMwwsdsPUzbaiJp6jeCrEwDfnbCPIrfluMMstQlw0/h6euE3nLdOuummWrvVaFdYAIaBAWBJPsI9IxrlalOR/CHhRppg2ao9gDAPyxeDYR1JhRkqwpK40hlZyCDzABP5gYbcRrGmtKtCtKwqkHyA7xfflPp3mS7SVnKFPnfCX5aYiCi7HUwA11Dy0rEAc2OE+bWGtabT7eU/ePUYKSszGTpHlCgKICiJIFzuTjSugZbjb8sbbIKE+ZhDLW0iOXIY2qZj36SNxzxEKXf8AZx41IQD6/oP1wySUOynSvTPm0DuSAL84xi5kAiJjt+xGATVIO8xttbHp2n8/+ca60hG6sJhls7pqFgLuIuTKjyyQetvvjxs48aQTpIPl5cu/QDe/K+FqVCCe1/qYwZlsqN5Mgdtr2+2FXCXSqywo6xvM79vpjMSZdJtJsLT7f1xmJCsNX//Z" 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Partamos do seguinte princípio: quem melhor pode conhecer a vida de uma pessoa senão ela mesma. Cada um é especialista sobre si. Como tal sujeito vive a vida e a experimenta, age e se lembra está bastante relacionado com a interpretação e o significado que ele dá aos fatos e aos eventos. Podemos dizer até que nos organizamos como pessoa a partir e em torno desse fatos/eventos e do significado a eles dados. E o que faz geralmente o cliente frente a seu terapeuta: relata e se relata, narra sobre si e sua vida e seus problemas. Centremos, pois, no discurso que se constrói ou se reproduz.<br />
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continua</div>
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Joaquim Cesario de Mello</div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-70582099780714311942020-09-03T05:35:00.000-07:002020-09-03T05:49:48.995-07:00AS ERÍNIAS<div style="text-align: justify;">
<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Mitologia grega – Wikipédia, a enciclopédia livre" border="0" height="148" 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" 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As divindades da Antiguidade não morreram. Ao menos no interior escuro das almas humanas. Menos divinos do que parecem os deuses gregos (e seus correlatos romanos) se perpetuaram na Humanidade por representarem os anseios e receios, desejos e temores da nossa natureza ou essência humana. Por isso os panteões dos nossos ancestrais antediluvianos são cheios de deidades que amam, invejam, odeiam e têm ciúmes e raivas. E dentre as raivas mais coléricas, violentas e impiedosas tem-se as fúrias.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Mitologia Grega: Erinias ou Fúrias" border="0" height="149" src="data:image/jpeg;base64,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" width="200" /></a>As Fúrias da mitologia romana são as Erínias da mitologia grega. E quem são as Erínias ou as Fúrias? São três irmãs que no imaginário do passado personificavam a vingança. Se no conjunto mítico dos longínquos antepassados dos nossos mais distantes avós Nêmesis era a deusa que punia os deuses, quem nos punia (meros mortais humanos) eram as Erínias filhas de Nix (a deusa da noite), portanto, são divindades cosmogônicas, ou seja, que estão na origem do universo e são anteriores a Zeus que representava o mantenedor da ordem e da justiça. Isso talvez explique porque a justiça das Erínias seja tão brutalmente severa, marcada apenas e tão somente pelo sedento sangue da forra e da vindita. Não é à toa que ela eram chamadas de "deusas infernais" e eram muitas vezes retratadas como mulheres aladas com asas de morcego e cabelos de serpente. Em seus olhos escorriam sangue em vez de lágrimas e empunhavam chicotes, e estavam sempre atrás dos infratores morais e dos desviantes das convenções e dos formalismos. Ai quem delas fossem vítimas de suas vinganças e castigos!</div>
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Eram três as irmãs, a saber:</div>
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Alecto, a implacável;</div>
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Megera, a ciumenta, a invejosa e a rancora;</div>
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Tísifone, a vingadora.</div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR6p-Fgpc_A08h3iKaUBdeUNYAl0zvtykov3g&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="ari noert on Twitter: ""O remorso de Orestes" (1862) do meu garoto Bouguereau Aqui, Orestes acabou de matar a mãe (e o amante dela) e as erínias, que eram a vingança personificada," border="0" height="165" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR6p-Fgpc_A08h3iKaUBdeUNYAl0zvtykov3g&usqp=CAU" width="200" /></a></div>
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As três eram inseparavelmente juntas, enquanto Alecto espalhava maldições e insultos, Megera se encarregava de castigar e perseguir. E Tísifone, por sua vez, golpeava e açoitava. Todos tinham medo delas e fugiam de seus olhares escarlates e de suas bocas sedentas de sangue. Não havia (ou não há) nelas qualquer clemência, tolerância ou misericórdia. Atenuantes, complacências e compreensões são verbos que não estavam (ou estão) nos seus vocabulários de desafrontas e revides.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Estou relendo: Teogonia de Hesíodo | Imaginação Fértil" border="0" height="200" 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" width="139" /></a>Em <i>Teogonia: a origem dos deuses</i> do poeta grego Hesíodo, que viveu entre 750-650 a.C., as Erínias são originárias do esperma e do sangue de Urano sob Gaia quando este é castrado por Cronos. Para Hesíodo enquanto das espumas do mar brota Afrodite (deusa do amor e da beleza) do sangue jorrado sob a terra brotam as Erínias. Escreveu Hesíodo: "<b style="background-color: white;">as Erínias vêm do sangue que se derruba no chão como Afrodite vem do esperma que docemente boia no Mar. As Erínias vingadoras de todas as transgressões têm uma natureza ctônica e próxima da Terra tanto quanto Afrodite cheia de sorrisos e de enganos tem a natureza mutável a manhosa como a do Mar</b>". Por este ângulo interpretativo percebe-se a gemelaridade entre Afrodite e as Erínias, sendo elas representantes dos dois lados de uma mesma moeda.</div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Mensagem Do Dia – A Divindade Do Homem" border="0" height="131" src="data:image/jpeg;base64,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" 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Divindades à parte as Erinias representam as forças atávicas da natureza das quais nós humanos fazemos parte. Ainda bem que os deuses grego-romanos desapareceram no céu estelar das divindades eternas. Porém, quem disse que os deuses eram deuses ou astronautas? Não, decididamente os deuses de antanho não eram deuses, mas sim projeções de nossas aspirações divinas. E assim narrava Fernando Pessoa: "<b style="background-color: white;">adoramos a perfeição porque não a podemos ter; repugna-la-íamos se a tivéssemos. O perfeito é desumano, porque o humano é imperfeito</b>".<br />
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<i>Joaquim Cesário de Mello</i></div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-23756123532299792672020-08-30T05:24:00.002-07:002020-08-30T05:24:51.949-07:00TRANSPASSANDO O MERIDIANO<span style="background-color: white; font-family: "verdana"; font-size: 10pt;"><br /></span>
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<span style="background-color: #f3f3f3;"><span style="font-family: "verdana"; font-size: 10pt;">"</span><span style="font-family: inherit;"><b><i>Metade do tempo consumada</i></b></span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt; text-align: right;">
<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">ou ainda mais.</i></b></span></div>
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<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">No peito, a mesma fome, a mesma sede</i></b></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt; text-align: right;">
<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">do menino, do rapaz.</i></b></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt; text-align: right;">
<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">O mesmo olhar perplexo</i></b></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt; text-align: right;">
<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">o mesmo</i></b></span></div>
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<span style="font-family: inherit;"><b><i style="background-color: #f3f3f3;">sem resposta</i></b></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: inherit;"><b><i>gesto crispado interrogando</i></b></span><span style="font-family: "verdana"; font-size: 10pt;">".</span></span></div>
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<a 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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para crise da meia idade" border="0" height="112" 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" 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<span style="background-color: #f3f3f3; font-family: inherit;">Assim começa o poema Aniversário, de Ruy Espinheira Filho. "Metade do tempo consumada". Meia-idade. Toda etapa significativa da vida é uma etapa de mudança e de novos posicionamentos afetivos. Iniciar os 40 anos e os que virá é igualmente um momento evolutivo com suas peculiaridades e complexidades. Muitos dos anos anteriores passamos mais olhando para fora, lutando pela sobrevivência e por um lugar ao sol. Embora tais lutas continuem, chega-se o instante de olhar mais para dentro e se deparar com sonhos irrealizados, desejos não consumados, questões não-respondidas, sentimentos de insegurança. medos, incerteza e dúvidas. O chamado "pai" da Psicologia do Desenvolvimento Psicossocial, Erik Erikson, observou que no meio da vida adulta muitas pessoas parecem lutar para encontrar direção e sentido de vida. Fazer 40 anos é uma típica época para se autoquestionar, principalmente porque 40 anos representa a metade de uma vida média humana contemporânea. </span></div>
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<span style="background-color: #f3f3f3; font-family: inherit;">Desde a virada do século XX passado a vida das pessoas têm aumentado em termos de longevidade, e o que convencionou-se denominar de meia-idade (40-65 anos) tornou-se um etapa distinta com significados sócio-culturais. Ao começar o meridiano da existência é comum certas preocupações e reflexões mais agudas sobre a temporalidade e finitude da vida. A transição entre a adulteza jovem e a adulteza velha além de facilitar o posicionamento psicológico de reavaliação pode também gerar inquietações e estresses. verifica-se, por exemplo, que alguns sonhos importantes de outrora não foram e estão longe de serem realizados. Caso ainda seja possível realizá-los alguma guinada ou mudança de rota deve ser feita. Por ser um período existencial de balanço, crises de identidade podem surgir ou emergir. O que se quer ser e o que se tem medo de ser toma relevo e destaque pessoal.</span><span style="background-color: #f3f3f3; font-family: inherit;"> </span><br />
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<span style="font-family: inherit;">O escritor theco Milan Kundera já disse que "<b><i style="background-color: white;">existe uma parte de todos nós que vive fora do tempo. Talvez só consciência de nossa idade em momentos excepcionais, na maioria do tempo não temos idade</i></b><span style="background-color: #f3f3f3;">". O poeta português Jorge de Souza Braga cria seu poema Espelho afirmando: "</span><b><i style="background-color: white;">e de repente chegas ao/quarenta e tal anos.../o que vês?Uma pomba/com uma das asas ferida</i></b><span style="background-color: #f3f3f3;">". Pois é, aos quarenta anos somos uma espécie de pássaro que carrega consigo uma asa ferida, mas que ainda tem uma outra para poder continuar voando; voando, inclusive, vôos ainda não voados.</span></span><br />
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para crise da meia idade" border="0" height="152" 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" 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<span style="font-family: inherit;">O próprio termo <i>crise da meia idade</i> é relativamente recente e foi criado por médico canadense, Elliott Jaques, em 1965, com a finalidade de descrever sentimentos de insegurança e intranquilidade advindos com o ingresso na idade média da vida e rumo à velhice. Alguns sinais podem ser verificados quando a pessoa começa a ficar cansado e insatisfeito com o trabalho; pensando em ter um caso; gastando mais do que o habitual; ficando obcecado com a aparência física, nostálgico e saudosista, bem como dando sinais de irritabilidade e depressão. Tédio, desejos de aventuras, aumento do consumo de álcool, compulsão por alimentos ou drogas, alteração do comportamento sexual, também são sinais da dita crise da meia idade.</span><br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para gauguin" border="0" height="200" 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" style="cursor: move;" width="168" /></a><span style="font-family: inherit;">Eu particularmente chamo a crise da meia idade de <b><i>Síndrome de Gauguin</i></b>. Paul Guaguin foi um pintor francês que trabalhava na bolsa de valores de Paris e que uma certa época de sua vida decidiu jogar tudo pro ar e viver exclusivamente de arte. Acabou se separando de sua esposa e dos seus cinco filhos, partindo pro Taiti para aprofundar sua qualidade artística. Tornou-se um dos grandes nomes da pintura. É, porém nem todo mundo nascer para ser Gauguin. Há aqueles que realmente mudam em busca de novos ares e felicidade, e outros (talvez a maioria) não. Estes últimos permanecem o mesmo, mesmo que com elevados níveis de sofrimento e padecimento psíquico. </span><br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Quando o barco está afundando, os ratos são os primeiros a abandonar a embarcação, em Ceres e Rialma não e diferente - Valle Notícias" border="0" height="114" 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" 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<span style="font-family: inherit;">Há um provérbio que diz "quando o navio afunda os ratos são os primeiros a abandonar o navio". Pode ser, mas em relação à vida, com toda a sua medianidade, os ratos (aqueles que têm medo) são os últimos a abandoná-la, isto é, talvez nunca abandonem o "conforto sofrente" de uma vida limitada, porém aparentemente segura. E haja <i>crises de meia idade</i>. E haja ansiolítico e antidepressivos...</span><br />
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<span style="font-family: inherit;"><i>Joaquim Cesário de Mello</i></span></div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-80178480942117099242020-08-30T00:00:00.000-07:002020-09-30T03:41:55.400-07:00SOB A LUZ DE SETEMBRO<div class="MsoNoSpacing" style="text-align: justify;">
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<b>O sol retoma mais uma vez o
seu lugar. Foram-se os acinzentados céus umedecidos dos dias anteriores. Pouco
a pouco o suor volta a me acariciar a face e a evaporar invisível rumo ao
acumular das nuvens do inverno que ainda não se fez presente. O meu amanhã é
feito de chuvas que de mim vieram, pois é de mim que brotam dilúvios e
torrentes. Agora me liquefaço para depois chorar sobre o que vai restando de
mim neste corpo perambulante de anos, cujas moléculas e células vão se
despedindo tão diminutas como diminutos são os segundos. Meu caminho não é de
pedras, porém de salpicos que deixo como rastro no despedaçar de mim. Quem
quiser me encontrar onde hoje estou é só seguir a trilha de átomos que solto
como pegadas no itinerário deste meu destino. Estas migalhas deixadas são como
um novelo de linha que carrego para não me perder em meus próprios labirintos.<o:p></o:p></b><br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><b><img alt="Resultado de imagem para van gogh amarelo" border="0" height="158" 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" width="200" /></b></a></div>
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<b><br /></b></div>
<b>Estes dias amarelos e
luminescentes doem-me aos olhos fatigados. Sou um rio invertido que quanto mais
distante da fonte estou menos volumoso fico. Receio secar antes de chegar ao
mar. A velha casa de onde brotei já não existe mais. Nada que me era antes
existe mais. Por isso sou mais velho que a velhice das coisas velhas – elas
ainda subsistem. O cenário da minha infância e eu menino nele brincando já
encerrou faz tempo as cortinas daquele palco impregnado de fadas, magias e
eternidades. Hoje sei que tudo que é perene um dia finda. Hoje sei o que quando
criança então não sabia: não sabia da morte e de sua fria foice, até o dia em que minha avó e meu
pai depois se foram. A inocência sumiu assim sem aviso, súbito e de repente.<o:p></o:p></b><br />
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSFf5TRrVYBqExd5Eml7CTZWwDFSvXUNfBa03ECOTgjLb0IWaFrjA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><b><img alt="Resultado de imagem para impressionismo" border="0" height="166" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSFf5TRrVYBqExd5Eml7CTZWwDFSvXUNfBa03ECOTgjLb0IWaFrjA" width="200" /></b></a></div>
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<b>Após setembro três meses
faltam para completar o ano. Quantos setembros por fim me faltam para completar
a vida? Provavelmente menos dos que os dias que agora tenho até o réveillon
mais próximo quando celebrarei o reiniciar dos novos dias. E regressarão as
estações, as estiagens e as chuvas. O sol irá amanhecer no igual horizonte e
irá aquecer outros homens neste mesmo lugar em que já não estarei. Triste esta
minha sina e futuro: ser esquecido pelo sol e desaparecer no vento.<o:p></o:p></b><br />
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><b><img alt="Resultado de imagem para morte pintura" border="0" height="185" 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" width="200" /></b></a></div>
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<b>Aqui em setembro reconheço que jamais cresço, pois lento desapareço. Inicio o exercício da queda na certeza de que quando meus olhos se fecharem ficarei com a escurecida lembrança do sol se apagando. Não quero prantos, missas ou velas, nem sequer fitas ou rosas amarelas. Não quero despedidas e adeuses, mas permanecer em algum lugar mesmo que esquecido nos recuados recantos da memória de alguém, como a franzina recordação de um sol engolido pela boca faminta da noite.</b><br />
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<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><b><img alt="Resultado de imagem para reino dos mortos, travessia" border="0" height="84" 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" 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<b>Não esperem que lhes aguardem do lado de lá, pois é possível que não exista o lado de lá e que também ninguém está a me esperar. Vou somente mergulhar nas brumas do esquecimento e sumir no fundo mar oceânico dos tempos em que acreditava em fadas e o mundo era tão encantado quanto as bolhas de sabão. Lá encontrei meus mortos e meus perdidos. Percorrerei infinitamente os corredores de minha casa de menino, ouvirei escondido as conversas de minha mãe e pisarei mais uma vez descalço o piso de taco do quarto de onde nunca deveria ter saído. Quem sabe se finalmente acharei o soldadinho de chumbo extraviado; e então rodopiarei em um redemoinho de felicidade onde jamais nenhuma vez mais serei sequer abandonado. Desocupar-me-ei assim, pois, da vida para deixar de ser deixado.</b></div>
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<b><i>Joaquim Cesário de Mello</i></b></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-20507759549088268342020-08-22T13:17:00.000-07:002020-08-22T13:18:52.058-07:00POR DETRÁS DOS VIDROS<div style="color: #3f3f3f; font-family: Arial, Verdana, Helvetica; font-size: 12.16px; line-height: 1.4;">
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">Penso-me protegido<br />
por detrás das vidraças das minhas janelas<br />
aqui onde ventos não me assanham cabelos<br />
nem o frio das ruas arrepiam-me a pele.<o:p></o:p></span></b></span></b></div>
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">Como se nada me atingisse</span></b></span></b></div>
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">vou-me
iludindo de infinitudes<br />
e são tantos e tantos os intermináveis dias<br />
que haverei um dia de romper<br />
os limites quebradiços dos meus espelhos<br />
ou sucumbir sufocado de infância e eternidade.<o:p></o:p></span></b></span></b></div>
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">Engordo-me em armaduras de cristais<br />
sem saciar nenhuma fome ou sede<br />
e enorme vou ficando de tão cheio<br />
das imensidões das lembranças inapagáveis.<o:p></o:p></span></b></span></b></div>
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">Quisera como por um breve instante<br />
passageiro e repentino até<br />
poder deixar de ser eu e minhas inquietudes<br />
e respirar sem o abafado cansante das interioridades.<o:p></o:p></span></b></span></b></div>
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<b style="background-color: white;"><span style="font-size: large;"><b><span style="font-size: 14.0pt; line-height: 107%;">Gostaria que assim liberto de mim<br />
dissolver-me líquido e lento<br />
como esta furtiva lágrima<br />
que me escorre a face e ninguém vê<br />
nem mesmo a mulher que me dorme ao lado.</span></b><b><span style="font-size: 14.0pt; line-height: 107%;"> </span></b></span></b></div>
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<span style="background-color: white;"><span style="font-family: inherit;"><i><b>Joaquim Cesário de Mello</b></i></span></span></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-51782754037512015392020-08-18T05:35:00.003-07:002020-08-18T05:35:53.179-07:00RANK E O PARAÍSO PERDIDO<div style="text-align: justify;">
<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para angustia primordial, rank" border="0" height="176" 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UI/FbPJqrOB4xfgs9lSFJlkJQwBuFkifTSrBh7Fq7bF0KuVhMtCRrqCQRzmvKeXIuztWGHoLd4wVJKnMOhB5VtZ48/8A5ZPoD/KjcNibZAVCY1gIjRqdTovnRVnx/CS3kTlI9QRI+VBzyfQeOPoCPF2YEG0dQREHmI6VMtm423hG0nwf8d48qYWsIx3kf6iR8oFarh8p1/P+lTlkmb44G1uwigR4m5s2pJ99h5UQqnrW4w+lasgHOoyUvQqvDbNr51tcyr42IAUHUmAAYnU+g+VKu0XH7WDUZvHcaMlsGCeUk/hXzPWBVNu372KfNdcso1VB4UE/s/xMmr4fxpS2+ic8qRaMZ2nUmLC5j+uwIX2XQkeeg9aX91cvGXZm6Too9BsK34Zw9Ryk+e1WTDW1UaxXoY8EY9HJLI2JLPByN/50TjSmHtZ2WSSABzLMQAPKSQPcUzv49FmCNKqnGONqO7a6Puji8OF8+5Ny5dYDmFm1PnFWSQnhcsNgSiIdO+yjOQdCTGcAn8AI0A00FZxDjK2QgZS11yRbtiAWInMSfwqBqWI003JApdx/jVu0Se8XOkFRM6kQTH6viB13896V9heHm9cfFu7MxJUZzmOVecn4ZP4RAAGlR5fsVUNWNuLgKBcxbiCQFtD/ACpYgaj8ZEzLbQYip7dt7LMxE2nIOVR8MDVlA5GNVEdRzmsccx9vF4tkuIbuGw4gKrZA14ghjPMKpAjrrrS7gHam5hHNm+XuYYnS4/iuW15EgTmUaSR6+VZxfaCmujpFzBJcUHRgRII1EciDzpRiOBFTntsUbqDH9j1ozhuMtplyOrWLmqEGQr7wDyVvER0MjnTpQrDTWnj+yJu0yuYfiJXw3xH7YGn+oD8xRdlCqKDGiqNDI0A2PMedHYvh4IOnypVabuTlb/LP/Hz9OvzoSiUhk+wia3trNSNZ6V4BFTTorSfRFftaqRrlM/MFfyJoa+lMWXSojZJ9KpzE4ldxNml9zCGrm+CU7TI3jX+FB38EinVlXSSCwBjrBo2BpFUucOnShcXwjnpVqXE4eSBcWdY3gkdDtQvC7Xe4e3nYAlQZImTJnn5Gi5VoStWVC3iVIChWUEQfG243MBTz9ZoPC8QTD3NRntrEyuYoY0IkDluBqY+aez2h/WB6aBQPkBWl7i9tub+kAbegk/0qEMcos65TjJdnRL3FmGU22tupBmC8TyCjpG+o22rE40Cc1xWzrpmUkHWYmVEjnrI61zhcbaOudgfPX+B+dT2uKZR4bv8AxX/9as26IcFemdW4R2gt3FOZlLAkaECSCQRvlkERodeg2qPifaPuyFClZPxEFyPQKMoMc2aPKuaLxd3IBcGSBOUTqQNNN6a4ZGdmXQBTBJGugGbYD8vnUeCUrZTjrsu1nFPcKkXbijMJ8Q1XQxl+HYH/AHGh+23bS1hAbVgi5iI2PwW55tGhb9gepgRVI4zxG3hlU2x984kEggKp1zQQJJ5fPkKrGDt53knUmSSZJJMmTzNWUFLckRk66Y0wxe65uXWLsx8TPqx5+w8htyq48MXpSfhnDmPwoT5x/GneMvDDWszCTtA6+tO66RMLxvGUw6yd+Q60m4VevY+8S7FbS/hUwCeQmq+7tecs+pqx9h8WEdrZMHNNbwFFuxvC7du14EGbQKBpLNoon1iuedqrdx8etizquECqdgoc5WvtJ3zOSOvhA5V1XHurWScwGWGB5BlIKn/dH0qidsMA63f8Qw9tmtXHW5iEjW3ctb5utthJB2GpO9ZPToyW1Yx7M9jbTjvrxKrmm3bXwqAh8JOmvpoK27V9ohaJw1k5cw+8ZdGPLKuwExqekxrTzhvE1xNpWtjKG6/WvLHZDDh3e796WZcoY7KBsQNCczMfWOlQTbey7pBPZA4N7QGHRMq6FSgDKf2gRp67UZxvszhr6HMottyuIMrA+2++3Oq9xjhBwty3iMKFSIV1GimT4THMN8LeeVt5NWTC8QGJNu5b/wAoCQT+JmA5DTwSyz1LAbTVou0c70zn3A3u4LE/ZLqZref8KnnDZlG8bMRGm+hBq03MUy3u7DMBJKsBoRAIkARmmV8486Udr8aHvG7bDN3LBUNucz3fCrKsAlgqlywAjUCQds4dxC7etJcGXIARf1yXLZVioYAjxL1B5giOYk007RZU1suXBeKi9ntnS5bAzjlBkAj3EV5xCxIPnS/sjYFq1qLHeMFk2uagDLIIEDXYaDyozFcSTUSWjfLrB5iZifKqNpdkq3oX8CxRV2sOdR4rZ6r+Jf8AT4fZvKmr4xBvqfQj6mAPnVW4njPEt22CWttm2iQPjHXVSR8qZ8TQtDJBBAIPkdQfOalKltFoX0FYjjGRoFskDeNBPTMf4D3oNON3XuARbtyYCwGbQSSSQR0009KX4fDW18T2w79Trp5DbrtR+BVUEgMYBOmg59TAFZZUjPG36aXMOt1y912uldCrfAIjTu1IUa9ZMnpW2GXDI2a3aylvxIo266Az/WgP8SVswAtrnbUZlknQAzmjbzJ9K8uYm0nhfMOUFZ2gDQUfnQPiZYbmLti2wV2Eo0TMmAeu1A9ksQqYW0TB+7Xf1aaT4ji1sqUF1UBESbLnQiOR31rRb+GFm3bN8PkAjS5bM6+XntPKmWSzPHSOMqk1MmHJrfvFTzPSobmLY848hpVdi6DbPC3blHrR1rgu0uB7gVXX1319dawWx0rNNm5JeF/wPAEMQwYjaGG4gimmO4f3Vi4SxzsCJ2lngADnoJ9ga5dkHT6ValsNZtKrsxcwxBJIXTRRJgECJjnPlEnibfY3y2qovPZjhn2vBAm4Vu2iyZlAYlV+DPbYFW8McpgaGvbPDcQuoXDXV2zJbhvcAiD7VXuwF91xlkI2XMzI45MoRmE+YO3rXQeIuFuHvEdT+G6giR58j01p5ExTbvnZ1y+goh7SXFKNDKw1B/rtR1vGt+sHH7Swf5fWiheBiUA9qQJzDG8GuYdiSpKDZgNI8+nSgTdKXFuJoRvXYiywdB/frVd4rwezeZRatINZe4oyxEeEQRqZ+h6ijyrsyRWbfaoZQGGszrtI1B9qZ9nuN3Za8uZcx0PI6woM7gAfWiz2IQ/rx0DA6f6l/jTD/CmtlSqwgIIWRICjWDJB8P5Go5J/6lIrxkNu7lZ7lpMrxnu2R8B18d635ZiC6bjcTJkjDcUN5kdhlCAMSJyu7rACTqUAJbN+7FRY8N4btogXLbZ0PlzXb4SJB8j8vOEoXv3Qhy2WCvbXLsjj4d9IYMsDQRWi+Ub9GWnQ047cBw5JOzW4/wB6a/M0P2XvwHw/xZFR1B5JcGoHo6Mf9dE8dsKtplOudlGvQHNHyB+tZ2Rsyb14j42VFPVbYMn0zOw/00+NslNDFLCAm4LZzxBKALcYDYEj4gOlAYWzb7zEXlzEXgsowhAYAMyYJJUHVZ1NOMZi1SBmAY6gc8o3MdOUmhWupcGUyZB1cyOXUnWSNB0ovIk6sCi+wfF4mVyn0JYagc9hoOXyoP7NCGFBCkCPM7xA03GtG4nD3VJa3rIMiAfPSTsdue21KsZaD23RwQrfECGABIMGJ1mZjYxtUZS3+xSK+gDEX0ZmQOpPi0zaeGYjWD6Cd6YcLJOHUHdJXy8BIX/iAaptnhl+1mZcjDQSrgKWQ/EAWlWgD0qTC9pjaJtXGCSxJFxdSTEwQVDA6dfWjSqkUS3ZYbCRIUCM0r6GCTPmSfnSLtPiit63auO3dMZYBo0GUZTHpPlI60xsdp7YBhBcPPu2A9sp/nSnjvE7WLUBbBD22zAXGC5iFKkHKdARzB3ApYx3sZ2TYyyVy/Zm7xDuCSQDrrpv00G5250Dh8QXZbYUlWGmuiHYpOukjTkNulecN4mlq2ETxzCwYOXM4OsbxLROvI0rsWHS69ovLITqIzkTmDa8jvpWlBUOm0zbiNzJKyZBIINKL+MMaGmfaUgwwIJgBo69dufWkFw6U+Jasllk+hWGnevJrwV6a7DmPa9mvKyKIBv2YwguYhZ+FPGenhjL82y/KmeKvF7jMddTUPZhMtm/c5+FPTRifnI+VTYVZNKEacD4T3isXJykiAN5HOeVWPA4Q2jNu5cX0Y/Uc6j4UIQUfWkKMsLxhtrhnzra/jW3RM2k66ewBifpy9q1xTFTFq34mZgHjXKmk/MkL7narBhrbCSwAzH4QARmaNZIkDQ+29c2TIolIxbMwttrx+8V1UDUEZPlBM+evTpqZYiwYa4WGUmGA0AOmo6yeWsV6+YK8g/CT4NGOmw6Hp7Uh7RWzkugHViSY3jXKPYaVoOMlaC7RauE4g30FxVItn4SfxRzA6UfilXITcMKIJJMAZdZr3s2QMLaTMGyIFBGxA0B8jG4o0oCau4krKZcw7Kik6LoFY+hgEeYFRcKtut0ZWyhT4gVklWJJAbl4pPnmNW7iOEV0KsJB/htryiqnxix9nAyFzndUgmSS5OUAmDJiN9hUPhaeiymq2edreIAm2q+IrOg1OZtFA6nT/lVksv9nwqllP3VoSo1MqokdN/zoTg3BO6bvHINyIAX4VBiddyeU7Vp2rueGymYqHu6wQJyqSoJPLNB/wBPnTf4xbFbTdEPBQHQXXyvcueMtOusQPYQI5bcpqdsdBytKEmFn4W5QDyP7J35TW5dQuoGn9ioGvhhB1Vt5+leVKdu2dkYmty4V0ViDyUyR0+GgWxGVpYyl0ggn9fKsKT+0uWD1B9aLOICxnkwImdxIiep1iaWXYytbVGch0dQu8o5aAdB8LaHbTy1ridumxJxpaCsVgyxLLAJADTs2UeGdN+U+fOtuz+U2rgZVIF3YgMJCoJ2j6VBeuXFVVYwAD0zHbeBp7EzptXnBrmXDz+uzN7TlH/RXTTjC2TW5aA+KcIwjNLWVU/rW/uyP9sD5iqjf4UVxBtq7MBBUkakEAifeR7VYuLY2l2BxObFWiCMy2xEiRPi3A1+F6TDNsq9AmH4GWu7Mp/EFMT0OoMH5605xXBVuOA4dGJ+IMpgkyZ8Oqk6x5cqP4hxJrb98wVsujZdN9tNeehG+u1LuI9qkvX8PbtAoLjjvCy8iCRB9QNvOrVYG7K92uwTWCyllbaGGkrttMAyDMdOhFVa42lWz9I/hvW1/YaPQuaqg10qkI6Izdg3FMCbTfsH4T/D1FBxVoRluJkYAj+9R50ix2Aa3ruvX+fSqQn4xZwoFmvc1axXoqiJll7N3ZsYhOco48x4gflA+dEYF6Q8HxvdXAx+Eyr/ALrRPygH2p4VyORymQeRB5+lYyLlwx/AKNuOyozKJYKSo6kCQPmKR8HxNOXuaab+sfXlQfQCPgjtbUm2JZ9nkkFQz5Z8QgkAENrq3nVtt4hbizG2unXboPTlVc4SZyaDVcs8jCsIjlLKD7r1o9ibZ05xPyrx8zbZ3QiqGDwo8JiOXIT+WtAY/DFhnC+qjX/vWly/I9U/OSPfSnvB0i2J3YljPmTA+VV/EcronmSQt4VeybaeX9Ke4bHa60RkWNh8qgu4QbjSvSOYLZppRxXCh3wwOwxIf/8AHavsPqBR1nSg+M3st7BKBJbEN7BcPiMx+RA96IGM+dKO0/DBftocyqbbqwJ21IB21HJh5oKcitGAOhEjz1FI0FFRx/CbtlrTBnuoTFyFAVD4cpgsWg+p+H1oXD3SuGXOZa2ShPXISAfdYq28auFcPeZRJW2xA32BO1U3BPbuZrRYBmJK6iGUwogzvKnSuD8nEltI6sM2+ybjF4jKQCTntj5sGP8A0x71uGCp4hsGEmNkYqNTp8NEYnh5Y2mcaoVbyOQEAj1kek0G1vN43bNq2RYGRIO/7TeZ21iOc8OPm+I2SdLZFjLvhLcyIXlv8PzMH3qfEMLVtUGyqF+Qg/M60vfGobqiRpJ33IgD6mfaoeKYuRvXTn1USWLexfxK9JofhpZcVb7osS2UOo0MBST4gCV0AOnUdahv4gDLzLHKo5TE6xyH1qDgOMNq64uNkZkjOfizakkefl5UMcaRVloV3FxlvKcjmFYjVWA0UkDxAxzMyPSqZjOIM+KDhtEvoEJ1A1ifP151aO3XGlOE+7fxG4ozc9BGn7RhjpqAd6pfAMN3j2k08V1RrtABYz/tqyWrJOTsffpOeb1raQr7bRKx9Qx96qdgaiKtf6UMoxKIu6pr7mAf+Jqn5o2qkdISRHbvspplaxcjWPpUicHkbz5GsHCWG2lLzix+Ml2BX+GKwm2YP6p29jypbesshhgQfMRPp19qsdvBkGJ16AEnyEDUmnWD4BibgK/ZL7J0uWhbU+huMpHqKomxJRRQKb8MxwZRbcwR/lsdv3T5dPWKtifonxd0lh3GHWPCjXGumekhdB7mPOqtxfsjjcMSL2HfKJ8aA3LcDc5lkAfvRT0Rsb4K+VaDpG4qzYXEgjeud4LiegW5JUbOPjUfky+RqycPumAyMHXqN/ccj5b1gj3EXXtq5VQy6sRmZWIgSByG2k/TWWNvEhbAhpBYlB+KIU/mTpSJsaCpB0MHSibDjwLoQssSTA1yQPST9K5M8IuqL45P0sVhyXAAkAAE/WPYGfcVYsPeqs4TEAbGerdSdT7bD2ppZxFNgxcEJknyZYkvVJmpPbxIogYwV0Ew+KUYxC/EMP0t2Lz/AOpzbTb0LUV9tEULgb2a9cu/hAFpevgLG4fTMcvrbNEw8LVAzUO+JFQPixQYQi9fADE7AEn0Ak1Q+D2Eaxbt3AGyr4dYIMkESN9ADB00PMVbGxAPxfDsR5HcfKqPwbiLBu7ZCzp3lpwANQjBZg6chB6Eg9a5vyU60VxPY2xCG2FNvNlWQbZBkiRqkQDpOk9KgbEbKSqOdYJ1ClthG58vz3rdroSQPCMskZVXWYXRQIMT10im3ZvsuHm5i1D5pK22EAA7FxzMaR03E7LghSs2WdumcY4txEvfdlYwrFV6wDAOnM70y4dxosArH3rq3G/0Z4G7ZYWLIs3oORwzlASZ8ShoI5DpO0CK5F2l7NYjh90JfUQ3wXF+B4iYJ2InVTrXRKFolGdBXEMUQ+HK6wxPvpzpz2oCtiQ2WUcAy0gMVYqxlZ/YWY3mq3h8QM2Hc7K5nntlNOsVb7zCFvEPv8gYaRnkgT+qQxHqwNT4+F23VoZ4HhP2rAXEtAd4ZZNjJR18IPKdRrHnVd7FhftFourlUugtCyVOqjMNwMza1b+xPE0ORWIDEMrRAPi1Vj15/wBilXHy+Dxt26ob7xhcUDRGXJmYk8yLisY9TWX0Ct2VntPxDv8AGX7nLOVH7qQo+cT70skE0Tx2BiLuUQuckAdG1+sz70Axp0TbLPYvHYtrTLCX2RgwJBB3BI+o1FVrvIYhTpOhpthmaNTv5a1yyVdHdaei3WuM4pUf7Pd8bQfvy10AgmSpJlJBAOhHhkRVlftnhrNgXL693dKn7tszjMCQo7zLlAMaHTQ9ZrnClp+I6c9j+dMVLFcs51I1VvFpzzKdx86Mc8o9k5/jJ7R0TgPaE4mwLoe0RmZfCGIOUxI1mj3e4VJWJP4mlUA9Pib0G/UVxrEcMe3kuYG6+HfOAyK5CHNzVSYYjU5eewFdyTQAMAWAgnqeZjlJ1rphJSVo5JRcXTKPxPsdhL+bvEzXHibygWiIM+BVGVZkzMk6STFVvFfoxv27ubA4lMpGovNkYeRyqVuD2HprNdbNwbEL8q3t4Zdyse9PYjRyHE8Kxlnw4rChl2F+ywe3OpEr8S7bmN60uPaYm0l9ZWAwJAaVnNoYMZp200HSup4vgC3L3e95dylQpt5/utOYU6K2u4o7E4a00Z7dt42lFaJ6SIFI4W7GUmkcsw+EdRvv1olb7j8J/MVcW7L4XNK2mWOS3biJ/sVgpPtXtrsraBmb0fq5xHzy5vrVNi2VJOJRuIqccSXrTbHcBsWFz3sXetqJnObQmToB93JjaBvVe4dgzxDEOlhrtvC29LlxyvePm1CKFQd2SN9yBExMUKYUanipuv3VljI+N11FsHfXbOYgL1k8qdJdCKqIIVQAB5DbXmfOnHDOzGHw6C3bNwKOXgMnaWOSWPmSaKPZ+2drlz2yf/zrUzNorn2k1GzE004h2UuFYs4q6G2lltMg/aIFoEwPwgieooz/AMKghPvr4KiGIKeM/rEG2cp8lj+NGmDkhApNLcBwl85YT3rPcJyajK7llB5aCNTzJq88P7PC2T3ha8JMFjEAnQFRCtA0kRMbU3t2FUQqqo6AQPltW42tmU/orPDOAhDnu+J9wOSnrP4m8ztTfvIIo65ZnkKDv2fKhVAs30mPkZiaB7Q8DtYvDvZupmBEr4grBh8JVivhM8/PpU9u4RIIzKOXMDqKmtMu4JI6bEfzrJhZ82WLBVb9t1ZLlhg+RviGVsrjYfhPLpNXbiN1VwOKsoMyMgvIehBUn5FRQXa3so2Dvd+WuXLF1zbZrjKzRcVoEg5iAF5qIgQTFJ8Lf7hlW9bN60bSNqxgI4BIygwVk9NI8qnJbLRdxJuzbguWLKoYCSxjK6kFYPLNLCD5dasn6V702bFxd82UnmMwaR80H1qmYm5at33W1PdMNiZjNynnVpt3reOwr4c3PviJVTJyMksviI8UsmvOGoPsbtHNw9as2lb3rLIzI4yspgg7gioruxqhEtGE4cGB8Ws6c1I5UxwtlgdQPXcULZuMqxAPLof+9G94Li5TKEekf9tTXBJyvZ6VIy4wmAaKwJM5jOh1jcRqTHpQ+HwrKdCrc9/4RTzDYswoZVXX6jpA0578pqcmEiW01t1uIVOVldekqQQZ5/186i45224h3q9z3TK1xUW2E8WZjCrJbXMdJERNT/Z8s9065WHwMNI/h6RBig8Rw59NRpBEHUEQQQd5n5QKriy8XRLJjUkdcwy5VByZTAzSc0GNRPODzo3DgkZjqOXnXOML2gxq2WVjauN+C7czAj95VXxwfMb61P2W7dXgWscRCLEZL1sHu28myyEPQnKOWnPsjOLfZxOEkdEz9aiv2415daBtcZsXIUXkz8hMT6E6MfSaMW+R8Wq9eUVSxOjk36Uu0nE8NfZUY2MMY7q5bUeIQJzXCDD5pEeHl61S8BxvFP43xmJaSf8A6i5pEdG5719DJi7RZrYZWjdZ2jeVOmkj08qXXuzuBJLNg8MSd2FlAfeB9aEtofFJQkm1ZxZGa7cUW1e9fbRSzG5ck6aEzHryrsnZLhP2PDJZOr6tcYc3fVvYaKPJRTDA8Ps2NLFm3aB37tFSfUgSaKCTSwjRbPn+XpUjXNPQ1FcYjqDUj4KdjFCObq8s48t/lzpmc6C8Nj4+L5jf5c6NsY5W0VgfQ6/I60jtcQTZkyn0I/jSxeOYa8xFt1dRILBlYBgYK9R+8RFCwcUXUXvOvVxPSD6VXrWNZF0Og2Daj2O/Tag8b2vWyBns32JE/dWnuKBO5IUx6enWjyM4lrfE+VQXL6mqtgu2dq64Rg9kMDla5KDMNcpDhSJEwYjT0nTiPGsyN9mbvX5K1tkGhAJ7xlVTpJGusaUHIyiP7zR4liQCddj1HuK9tspAMDKdjqIPTSqdw3tFiFuHvrMaDIFXcgwwL52SGkbkRlOhkVPje0rgFbQRRGzeJ1PIgg5SB0PT2oc0huLBf0wODaw9hSMzXc7CZhbatBI6ZmGvlVDbDC+1i2GVGH3Y7zMYSNQSPiBAKyDsaZ8QBJLsSzkyzHUmNpNJ8Xhjcv2UDQGtuPLwy2tTc+TL41xVFxfsxYW6rXrVpyAA/hLKZ0VgDzEDQzQd3imGw94WcNhbK328EwSdAGUZiBGhVonpvtSPF4q9gcUUD94JUFQzQSVJBGYyux05ab087SdmHfLjcO336ZXZGENcNsAgg7BsqgQN8o2nXJhkl4U39IrMcYXZQC9q2xKiFeRGYa/swTpqvlJq1zarr+kK6Li4O4mqNbuQfIsrAe2b6mqXd2NURCSplhtoTlgmDyGtHJhHU6ajyH86RYDieUr5c+dObfEtfiqM4s7oSTCcPcIOsj+/SmtvFaCdfUfypXZ4iBswPtUxx7fsxUHBvwdPwJ4hx8YcD7tmHVV8I5akmAT5UtbtwnK0585X3o6zjAd8v5VuLGHcy1q0Z3JQT86aKiu0TnCXjMwfbGw8KxyE/rqQPciR86PxN0HxKND0M/XlUVvsng7h+DKY5Oyj8zUGI7E2lkW7t60eUPmT3AAke80r+O9OhE5LtE4ZjpmYjpEj5UZhOFLdQhUt+a5jaWRyKrAJqj4rs5jUYgBnH6yXND82BHuKy3geJDRe/HpeA+veVVY/VISWT+p0Hh/Cvs7g27T2HDBptkvaLbHMhMEEEyRBjSatmH4rcDg5A1s7shJKk7yhEgembzrjHD73FkM2/tO+zHMp35XJB57fOmrcc4wsZ8OG0IlrUk+uVx+VPUl6mSbT8Oo/43cF05rcWoMRkDSD4WnMN9ZEaaa6EVq3aG8dAlq2QTBZmuiOQhAuvXxEDTeZrluP7Y8QC5ThBbjn3V0/+qKVf+PMYp1Fv0a2w8ti+mlNU/8AgP1Oy/4xeDSLwMnVTbGQDqseL2JPnQWLi5IOIuOZkZj8J5EKmUabbVyk/pBvkeK3Z9g4/wDWRQ93ttfJkC0vt/7hQccjCuCOiJcdbsEsWtmZU6MGmATmkEbxPOtbqoAM+HW82aS/dqpAhohlBbNJjSNOtc9w/bbEAnS206/CRyA/Cw5AUws/pAYfFZX/AEsR9CDS8Jodygy/Ye+4Q27bOqyR4ybrCNRlYgHLru2Y7xUmJ4sLKgl1RB8RYkCTtqTqfrVBt/pD62T7OP5UQ/bjDXQVu2XIO4IRwfaaDjN9mTiui7r2vw7nJ9ptSdYzaexP9KHxXEQWDZp89D9edcux2IwDtKWrqDmAdPlmMVth72FXRL1y37uv5CKLxWvTRZ0HFY5tcrHTlzH8aCfFKeZB56f1qi3bOVu8sYlSxmS1wI/zMZqwcUxQ07wN55rb/UE1vh+mFZV6i23MSBs0+tEYFAb2HYxAuFW/duI6/wDVl+Yqp2e0DrAuWVYnYqcpPsJE00w3Gc3dxaZCbtuMzj8NxGYgQDEKROnvRUGmFzUuiBSMZevYgnJakeJuQACgnzgDSnGB7SX0Rbgu51XPKsoki2rHXXcgGNdJFK+I4k4TG3WsmbLkMFCk2rltwCCIECTrUvDsPhz3lu5ca1au+K06gGVfcEwYiMp96LQ3LVEXD2GIw7YRgQ+t3DHlmg5kJOwJkdNfIVV8bhntlldSrLoQwgj++vmOtWHFcM7gkhxctoRlvJ+EsfDIBLIZMR8idKm7UcUt4nCW3JH2hTlHUpLTodY2ImPi050yZKatFMUa1NbY15WVViomS4Z3NEi60bmvaylHRumIYHQmp1xLT8RrKypssmMeGYhmYAsdusflTo4lxoGMTWVlc+QYIuYt8sZqrty4bbsUhTHIAb78vKsrKEBWRjiFw7ufy6cqc8FxD5Pib4jzPKsrKL6Ay3RNsGTIYQZI5jzoXF2xG592J/jpWVlaJJgKD4fUfxqa/aWfhU+qg/mKysphgaYGgA15ACguLmEkblwDpyisrKKGXRXS2p0HyE/OKIt+g+Qr2sqgppi1BGoFIVFZWVSIkzezbBOqj5CizgbZ/CPy/KsrKIpAii0+ZPCYInfcGd6d3HJton4SWc6eIsMoEt8RGp0mKyspZDIVfbrj3FDXHhgFIDEDKpCAQNB4RGlNO1b5cT3ACi0k5UCrlEi2DpG/nWVlYaJ5wkRiVtf/AC7gyup1BUgtGu2qgiNo0qugSvz+hEfnWVlFCTP/2Q==" 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Otto Rank é um injustiçado na maioria dos cursos de Psicologia. Ele é rapidamente citado e quase sempre somente no tocante ao seu rompimento com Freud devido sua visão de que o trauma do nascimento era mais importante do que o conflito edípico. Para Rank o nascimento nos coloca frente à angústia primal, isto é, a primeira experiência de angústia humana advinda da sua primeira vivência de separação da mãe. Daí, afirmava Rank, originava-se a raiz das fobias infantis.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para angustia primordial" border="0" height="132" src="data:image/jpeg;base64,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" width="200" /></a>Para este psicanalista austríaco (nascido em 1884 e morto em 1939) a angústia primal era resultado da separação de um ambiente (uterino) agradável para um novo e inicialmente hostil (ambiente extrauterino) mundo que se descortinaria a partir do parto. A separação física da mãe e as repentinas mudanças fisiológicas adaptativas frente a um novo ambiente geraria a "<b><i>ansiedade primordial</i></b>", nos dizeres de Otto Rank. O nascimento biológico, assim, analogamente seria uma espécie de expulsão da Paraíso. Rank é tão quase esquecido que o wikipédia, por exemplo, lhe dedica apenas magras quatro linhas.</div>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para otto rank, , livro" border="0" height="200" 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zU8Lt9Y8fD3VMxO4sjNHaXMAtnZidLaBUToB40/F7myxujYVhwIZnYAhjcFhpwseVNKth3HKmhXJO97BdxpJPzmZC5kRR3mJNi4YAEX/AK3wrdiqnd3Yy4WIINWOrt9Y/gKtjXHxdRVKt47DlKLjHUbelBrPwb3wNP2XevmyK1u6WvbzGtaG1Cq0pwtmVrmoyT2PA08mhqKe4JFCe5obXmpSOFetUuWBN7ivO1NxmIWNGdjZUBY+QFZPdnbWJxUzFiBClyQFW+vqrmtx538KYp0ZTi57JA5TUXY1LNQXNOkYX8aExrMDRm4+d+po0Rvw5UEc/OpMNdhA2FvWe3zHdi82+QrQkVm98G0j82+Qo1LkgNXiZoijYD6VPbX7woNGwR9Kntr94U69hNbnZLVT7z7LMiLJHpLAc6EcSBqye+1XYqPs7GrKpKfouyHqGQ2PyvXPV07jzs9AkB0BPMC/woWPxqQoXkbKo+3oAOZqVkrDbwE4vHphixEaasB7OZj52sPCg1aKqNX2WrLcsqDfy/j7/omFgTHcjvEcmt6v20WTfJlgWVoQrSE9kuYkMo9aQ6Cw1sOtZ7bODgfFpBDlRFssjX001Y38BpfrTNv4yKeeNIzliQLEGPC1/Wt0oqwtFtWjpuB6s9bs2jb0xphUncENIDljvqSCQQD004+VJs7e2OWCSYqUMXrKSCT9Wx8b2qg2XhExGPZTrFhkyxryshCi/W5zMagbzNBGTBhbEyPmla9wNe7GDwyg9OgoCwtJvJZ33+yNdWSV+xdbNxkBikxjYVEyHum9y7nppYakC/nTk389EWaNc5NkQMT3RxdzbTW4A52qh3hxyFIcLhznSO1yP/EkOmnUXJ+NVo2a35wMOuVn4MeSm13uei2OvhTKw1OavNfb2SBurJcTY4zfmzpHEgdmyhySbBmt3V6kX41Yby72rhu4i55bXI5IOrW+VYnYqxiaSZyoTDgsl7DO+vZADqct6jYV5JC7NYK5vLKwNgOOUHny7o46Vn0VJyVlov3bL60rbmw2hvqy4aGQIvayk903ygIbM3WxJAFRsXv64RVSMNKQCx1CBj+iq8T0vWcigbGYhI4hZFUKt/0I04u3ie8fM03BTwRYnOQzRRElBxLsui68gT3vdWlhKNrZbve38IrrTvuTt5N5Jpi8It2eYABQcxy+P6QuL8OlP2FvE+FRozHrxRShVizH1nJ1ItwFtdKFsjacZxD4qdu8t2RdSWc6Ko8h18KPu9OjTyYrEsO53hc6lm4BRzsNB5iiShFQccun+yk23e5Z7vbxzS4gxTqASDay5SpGtjr0rU3rJbqwmbES4phYEsF8yeHuUAVrQBz0rlYuMVUtFW01+43RbcdTPOtmYftN8zRYqFK92Y9WNEjp5FsKaz2+A7sfm3yFaJTVBvoO5H7TfIUWlyQKrxMqKNhD6RPaX7woBNLE3eFuRHzp1iSO2kVkNx5bYjGITxlLD++9/sI+FAxT7SDkRyqUv3SRGDbxBWvbtbPniklklK5pLG6kHvXJJIt40o0knqN3ba0N2Vrnm9OwsQ2NzwBrSW74JAQgWbMw4afGpO0htHtD2OIuh4ZhGCvge5rWn2BFMIV7ds0mpJuDoTccABS9ao6KU1bwasp6M59hd0MQ0rRkZFU6yEd09Cn1v9qlT7uztKuHEQjiQ5i/rBhwLs+mZrC2XS1dJtXjrSr+IzvsWsPFHNZ90cUZ3yDKjE2kzgAqeWVTfppQ49xcRncXARfVc27+n6K306akV1AUpFZXxOr4RPTxOabD3axETNK8JzRqTCuaM55Dop0a2nHWpe727eISPESOuWdlZI8xUm7C7PdSRqT86319aQmqn8QnJPRalqhFHOMNuFMyFpGVGA7ijvXPLM3IfGlO4c/Z37RSwtlQFrC/E5jw8gOddGzUo4VPmVYnp4GP2PurLFhZ1uvbzKVBBNgvS/K9z9nSqrD/AJPpeycu6iSwyKL5RqCczc7i44V0haUmsLH1U213L9PCxzjZW4Lk3xDhRY2VDc35XY8qdDuG+fvyqYweKg5mHkeHxNdBFCcVv5hWfcpYeCIMGGWNAiKFVdABXmFSJFoJWlrtu7DpW0M0yWZh0Jo8ZoLG7Nfjc3+NHQV10DYZKz2+v0cftH7taEVn99Po4/bP3TRaXJAqvEyV6WM6jzHzpopY+I8xTzEkdWU061Mj4US1c1nQR6rjD+qPIfKqcCpePxwggLsQLL3b8C1u6PjSmKi5JJb3NRdiwpb1io955uxL54XOaMNlV7QqwYs8o5jugaeNSW2tixM6XgKJH21wH1jN8o1Hrd3y8aA8HNbtFdZGtFKTWVl2/MI4Gst5MPJK2hPeRQQBrw1oeH3olK9m0aHEMYxHYsEIlGYFr6gAcRVLCVGi+rE1Ehpq1UbPxswnME+RmKdojR3Ayg2KsDwNz76uwutL1IODszcXmHgUppM1qfehF2Gg15jXmpl6sscKG/OnFqa9WiiOaETRXoFqLEhn3Tvv7TfOnxHWhzN6R/bb50SIV2ECYcVn98/o4/b/AITV+BVBvl9HH7f8JotLkgdXizJ2ryjUV4GnjjTzEkdQj4D3UQUyO2UeQpwFc57nQQ6pWNVGw7iQgIY2zH6oym7eYFzUSl21hpJMK6REhmQiwCnOCpBTXhe9r0riP8dbalrZlTGsIw7gY45O6hYLGCose5bLc5gfsqyhTDIWftBYQRxsD6ojJOQ8Od/lUJ9hlIiWWSeV+zGhSPs+zVsjAiwGUnjrxpX2PiCxdgrOFwzcQFd4rl14aceNuNSTjL/P+AaTXYfh9mYZInk7Z2iEbRKWN+yQ+sFGW9+HGlw+ysIkaR52JnKtG5Y9oSo7uRgAFsOAouPweJxAjjdREt2eQgrIO79GhBGpvrwtoKq4t35j2MTghIXmCyAi+UpeGQAc8wtbwqJ33n39tu37ktbsXGD/ADfDpJMZWYg5JJZCWa6tbILAcDyAq1OPQNGCwvKSI+JDWQudR4A1lYt3sRIFSVgio0kpdQrZ5HbQ5TwFrmxHOi4XZOKiMICrKMNJJ2ZLhc8ckTJY9CpYnyoU6VObu53f/rG4yku2hdY3eOCIuHL+jYK9kZgCVDC5HKxGtOw+8ELEDvrdXcZ0K91LZmN+Woqql2NO8WMuEV8SUKjOSBaNQQSB1DUfaewHmeO5AUYeSJjfUM4ABAtqLg1jp0Fo3+/tcvNMmDeKIrmPaKtsylo3AcEgDs/rE3Fhx1FFwe1kkYoA6SBc2V0KsVvbML8RUCXZ+KkRVdoF7Mo0eXO2Z42DIWuBlHd4C/HjpR8NgpTN20xjzKhjRY8xADEFiWYAkmw5aViVOjZu+v3/AARSnctmNDY17NTWNKoMCkNCU3oslBU2vRYFGexX0r+233jRoqZjFHaPb6zfOnqb6nUmuwCC5aod8h6JPb/hatAtUG+f0Kf0g+49Fpc0Dq8WZAU6kFOtTzEkdSww7q+Q+VEK0PDN3F9lfkKNeuc9zoIbVnhvVHkKrKtcMO6PKksZwX3Nw3CAU8V4V41zQg4CmmvXrxqiHlpoNKxpjVCwlLTUFErLKG0GXjRRTJBzq0RggKRr0YJpehk1ooFJQUXU0Z6Gq21PP91FprUhnJ5AXcjgXYj4mixCvbVwxSVtO6xuvTXXSnRcK7FtQQVaoN9PoU/pB9x6vbVQb5/QqP8A3B91qLT5IHV4sydqfQhwpRwp5iSOp4Zu4vsr8hRlNRcJ6ieyvyFHFc57nQQSrPDnujyFVNW2GQ5F8qUxUXKCt5NxeoXNS30pFQ09UNIdGfg3mQ21ONL2ZpXU1XRqeGS6GUhWnSRnjSZanRqeCZkIrU69OWE0fD4Mtx4VXp6jexMyI8a35UQQC9j/AM86sYYMosOVJLGSPGjxwslqzLmRVwlxx08KgYiIqau1Fh0tULFsmoY68QQK3Uw6UbopSKp6jYixOtSmFQ5RrS8NzZD3gxLNJkJ7qWIFuZGutRYDQ8dPnkZuRPy0okFdkDsGNZ/fIehU/tj5NWhtVBviPQr7Y+RolPkjFTizGgaV4ClU14U+JI6fgfo09lflUhajbOHo09lflUqua9x9CirfA+oPKqgCrjADuCqLJK04GmqtKBUIeFKzfj9tIKUG9UQSQ6Uh4UrClYaVZCyw6ADSiFwKr8JiLWHLhUqdwBrVmWgxahSPbjUV8YeXSozS341LksFxWIJ4cKwG/G25oJEWN8oZST3VJuDyJF+dbk1zr8pv0kPsyfNa1TSlK0kZqO0bo2ebQVGm1NSk4D3UOx5eNcWNrsZMwNfianQDSoeWzEHkT86mQ8K6yBsKWsKoN73vAPbHyNXzrVXt7Z7SxBUtmzA6mwsAb/OiQf1IxNfSzCWpauRuviP2P73+1PG6mIP1P7x/Cnc8fInkl4Njsr6GP2V+VSSarY9nvljuQGjSw1Ng1iMxt63lRcJhHU958w1Ave44faT9gHjSTSG4tk9DVxgh3RVMKqNr7zYmCTs4oQ6hQblJDqb31U2qlG5cpZVc2zP0p44Vzob4Y39WH+HN+NO/lljv1X/Sl/GtdJ+UY6qOgn514HWufDe/H/qo/wAKb8ad/K7H/qlv7KX8arp+6/JOqjoRNN4i3vrn/wDKzH/qo/wpfxpp3r2j+qj/AApf/lU6fuvyTqr3/B0NRpT2lLca5yN6dpn/AMt/ot+NNO8O1Dww5H9gx/fUye6/JfVXh/g6MRehkVz5t4NqX/m5t/QNTf8Aru1f/QP+AamReV+SdT2f4Ohk1zr8pp70PsSfMV5tt7U49iw/sTpVJvFjMTIU/OlyEA5O5luCRfTztRKcPq3QOpO8djqSt3R5D5UGY8ulc4w+8+KLAdppxPdXQDU8ul6FJvLiib5/8q/hSHy6pfdBViYmpkN2bzPzqXh+FQJSc504k3+NTcOdKYQRkk8KQtYU2/CvMtxVlBI6Kq0CIWo4NUiMJTWNevTKsocKscPbKKrRUjFrIcOwit2hUhbmwudLny40tiVeKXuaixqbbhKSSBu7CSr6cx0HO9Shjo+y7bN6PLnvyta+vjWai3UyyRAEdjZDOt/XeO5ViOdydfKnvsGbs2w6sBC02a4PeWE94qARa4bSgOlRe0v6MqU+6LWLeGJoO3GbLmC5bd/MWyhct+JJHxrw29EVLWkBEixMpWzq78Li/Dxqrl3blXMEfOjSwSkuQGDRyAvooAsVt8KdiNhSDMiNeMzRTAubvmBPaAta50y2vWnSoef6Jmn4LfA7UWZmVUfKpIEhACMVNmCm9+PhQdnbdind0W4KHS+mdb2zL1FwRVfPsufNM0QSLtFK5RIzBmZheU90BTlvoB76Ed1zC0UmHds8ZC2kYlTHwZR0GpNvE1l0qGutn2/7LUp+DVKK8Br7qVTTiKQsHGkV4jSl86azWqWJcRhqawP5Rl9JD7DfeFbxiawP5RdZIuPqt94U/wDD/wDnQviOBl4U1OttDa9umo+Fx76cRrowHDkx/dUe1dG3N2OEgzOBnksdeSgdweHEn313pzUFdidODm7IHikIdhb9I0XD3q82nhlLKSNSov40CbDKLWFrrrx60m42HE7lfOp0tT4hU7FxjNw6fKgRipYhHSA3FSVQ0TLTyKzYgIrXhHT2rwGg8ahBgSrLCL3RRMDhla1xf41ISMA2A01H20viVeH6mobgTETRoIOJbgLcOZPCjBRXibDzIpSlSTkrm76HlUNc2tm0/CobRG9SXPdPkTR8UgzN5n5mj4imnFNFLRlay0pSpBFNJpPIauBy07Siw8/wpG/dV9G6vcq4wpTHSiA6intUWHe5Lkc1gvyij0kPsv8AeWt3M1jVHt7ARyunaLmsCBqRobdCKbwdPLVTB19YMw+7WzBNiEU+qLs3kBcA+ZsPfXSiwGmgtUPCYKOKMdmoW4F7cTbhc8TUXEOTauhVeeVjNKOSNz//2Q==" 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Sim, Rank é um nome injustamente secundarizado nos cursos de Psicologia de um modo geral, não obstante sua importância e influência haver se espalhado no mundo da Psicologia pós-freudiana. Só para se ter uma visão panorâmica, Rogers certa vez confessou "<i><b style="background-color: white;">eu me contaminei com as ideias de Rank</b></i>". Rollo May (um dos criadores da chamada Psicoterapia Existencial), por sua vez, escreveu: "<i><b style="background-color: white;">sempre achei Otto Rank o grande gênio irreconhecido no círculo de Freud</b></i>". Paul Goodman (para quem não sabe um dos co-fundadores da Gestalt-terapia ao lado de Fritz Perls) utilizou o modelo aqui-agora de Rank no manejo de seus trabalhos clínicos. Até a Psicologia Transpessoal deve parte de suas bases a Rank. Um dos livros mais instigantes dos último cinquenta anos, "<b>A Negação da Morte</b>" (prêmio Pulitzer), do antropólogo cultural e escritor Ernest Becker, encontra lastro nas concepções Rankianas.<br />
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="A Negação da Morte - ernest becker" border="0" height="200" 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" 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Rank evidentemente não é o primeiro a destacar o papel da mãe para o desenvolvimento do ser humano, mas ao realçar a mãe como ponto de partida original tanto para o bem-estar (útero) quanto para a dor (nascimento) Rank se sobressai. Neste sentido sua proposta psicoterápica visa superar a fixação materna primária, sendo o psicoterapeuta uma espécie de parteiro especializado, com vistas a propiciar ao paciente o surgir na sua individualidade renovada. Expliquemos melhor.</div>
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<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para nascimento, pintura" border="0" height="200" 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" 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Segundo Rank o neurótico é aquele que não conseguiu, ainda na infância, superar o trauma do nascimento. Se para ele a angústia primordial é a base para todas as ansiedades ou medos subsequentes, todo prazer, portanto, é sustentado no desejo do prazer em reeditar o bem-estar vivido no "paraíso perdido", ou seja, na situação intrauterina (recuperar o estado original). Dentro de tal perspectiva o tratamento psicoterápico é uma experiência de união e separação.<br />
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Rank acredita no ser humano como um artista que cria sua personalidade, sendo a pessoa neurótica aquele que falhou nesta tarefa criativa. O movimento do estado de união para o de separação é um ato de vontade. Ao escolher rumar para o desconhecido (crescimento) a pessoa confirma sua própria individualidade. Para Rank separar-se (desenvolver a personalidade) envolvia "medo da vida". Em sua concepção dialética a força propulsora é a vontade que é entendida como força criativa. Um indivíduo preso em sua neurose embora possuam vontade não consegue reconhecer seu desejo. A terapia, então, tem como objetivo "destampar" os bloqueios para que o sujeito possa assumir a responsabilidade de sua própria vontade. Talvez tenha sido Rank o primeiro a dar importância e destaque ao aqui-agora da sessão terapêutica. Concentrar-se exageradamente no passado - propunha ele - era uma maneira de fugir do presente. Com isto criticava ele o abuso psicanalítico da interpretação da transferência.</div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para individualidade" border="0" height="146" 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" 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O nascimento da individualidade como vontade autônoma passa pelo nascimento do indivíduo que é gerado pelo social até o novo nascimento que é sua obra criadora pessoal, Atualmente chamamos tal renascimento de florescimento. O sentimento de ego, portando, é para Rank o sendo da totalidade do sujeito e, enquanto não alcançado, este é somente um sujeito parcial em sua relação com a vida e o mundo. A emancipação é, pois, uma manifestação da vontade e uma libertação da dependência psíquica. </div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSr9ZO97MAKhxQIuQVSoU_AJ_YWvp830hzIG2q-OeDkbgXNAj73ZQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para otto rank" border="0" height="133" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSr9ZO97MAKhxQIuQVSoU_AJ_YWvp830hzIG2q-OeDkbgXNAj73ZQ" width="200" /></a>O nascimento é tomado como uma metáfora para todo processo de separação-individuação. Ao enfatizar mais a importância da mãe do que do pai, Rank promoveu um novo caminho dentro do pensamento freudiano. Rank, até mesmo antes de Rogers, propunha uma terapia relacional. Ele, à época, renova a proposta psicanalítica oferecendo uma técnica de abordagem ativa, conjuntamente com Ferenczi. Sua influência é clara e visível tanto entre Melanie Klein e os demais kleinianos, como em Winnicott e Bolby. Pode-se impor a ele também uma certa paternidade às psicoterapia breves, visto sua terapia ativa ser preconizada para tratamentos curtos (em relação à Psicanálise clássica) e limitados previamente no tempo. Seu centramento no presente igualmente nos evoca o posterior conceito de "foco terapêutico".<br />
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Pois é. O antes "filho favorito" de Freud nos primeiros anos do século XX, virou o "filho proscrito" da Psicanálise. Como disse certa vez o também médico e escritor espanhol Gregório Marañón, "<b><i style="background-color: white;">ninguém mais morto do que o esquecido</i></b>".</div>
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<i>Joaquim Cesário de Melo</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-32841595298740774142020-08-11T07:19:00.000-07:002020-08-11T07:19:36.215-07:00O BARRO DE QUE SE FAZ A ALMA<div style="text-align: justify;">
<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para home feito do barro" border="0" height="138" 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" 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Biblicamente fomos modelados a partir da argila do solo. Do pó da terra fomos feitos e ao pó um dia retornaremos. Do sopro divino recebemos o fôlego da vida, e assim o ser humano foi forjado alma vivente.<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSl15hBAdelaCWZfbvxiQc1AaI_QkRTIKCpVlROdrh3Ty0nXWyqGw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para manoel de barros, poesia" border="0" height="185" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSl15hBAdelaCWZfbvxiQc1AaI_QkRTIKCpVlROdrh3Ty0nXWyqGw" width="200" /></a></div>
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O poeta mato-grossense Manoel de Barros dedicou grande parte de sua existência a buscar o mistério irracional das coisas e da vida. Seus achados, dizia, vinham da ignorância. Gostava de ver o que não aparecia. Segundo ele: "<b><i style="background-color: white;">tentei descobrir na alma alguma coisa mais profunda do que não saber nada sobre as coisas profundas. Consegui não descobrir</i></b>". De miudezas e excessos Manoel de Barros lega um agigantado acervo sobre a alma humana e seus assombros frente ao mundo.<br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSh045ObM6IzQ_nlDglfpcRD_ho4AD5kalYxZ2RHm9_f5SywDNZ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para manoel de barros, poesia" border="0" height="149" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSh045ObM6IzQ_nlDglfpcRD_ho4AD5kalYxZ2RHm9_f5SywDNZ" width="200" /></a><br />
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A poesia manoelesca é a alma feita em palavras e de palavras revelando a alma. Seu olhar muito mais que olhar o mundo desnuda o profundo, o profundo cavernoso com suas complexidades, paradoxos, paixões e seus pasmos. O psiquismo humano, demonstra Manoel de Barros, é permeado de perplexidades.<br />
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT4SJYbg-B2ylAJSgfkoFsH-CcKX1mQTEdvrD_H3FeLgNwwqodCnQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para manoel de barros, poesia" border="0" height="140" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT4SJYbg-B2ylAJSgfkoFsH-CcKX1mQTEdvrD_H3FeLgNwwqodCnQ" width="200" /></a><br />
"<b><i style="background-color: white;">O olho vê, a lembrança revê, e a imaginação transvê</i></b>", confessa o poeta. De seus aparentes simples versos temos o insuflar da alma - esta coisa invisível que movimenta o mundo. A alma, demonstra Manoel, está sempre presente na miudezas dos pequenos gestos. Se fomos criados da argila do solo, somos então feitos da mesma terra onde brotam plantas e vegetais. Do barro da natureza somos feitos e feito somos de pó e cascalho.<br />
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Retrato do artista quando coisa</div>
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"A maior riqueza</div>
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do homem</div>
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é sua incompletude.</div>
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Nesse ponto</div>
<div style="text-align: center;">
sou abastado.</div>
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Palavras que me aceitam</div>
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como sou</div>
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— eu não aceito.</div>
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Não aguento ser apenas</div>
<div style="text-align: center;">
um sujeito que abre</div>
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portas, que puxa</div>
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válvulas, que olha o</div>
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relógio, que compra pão</div>
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às 6 da tarde, que vai</div>
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lá fora, que aponta lápis,</div>
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que vê a uva etc. etc.</div>
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Perdoai. Mas eu</div>
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preciso ser Outros.</div>
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Eu penso</div>
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renovar o homem</div>
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usando borboletas".</div>
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(Manoel de Barros)</div>
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<br />
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<i>Joaquim Cesário de Mello</i></div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-49452347528406330052020-08-02T14:44:00.000-07:002020-08-02T14:48:03.453-07:00PARA O ACOLÁ DO AZUL CELESTE<br />
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<img alt="Ícaro – Wikipédia, a enciclopédia livre" height="200" src="data:image/jpeg;base64,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" 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<b><br /></b></div>
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<b>Vem, vem amor.<o:p></o:p></b></div>
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<b>vem comigo voar,<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>pois em meus
sonhos não sou Ícaro<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>e vou além só pra te
aguardar.<o:p></o:p></b></div>
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<br /></div>
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<b>Vem, vem amor, <o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>vem comigo voar,<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>tira teus pés regados
de solo<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>e sobre as nuvens
vamos flutuar<o:p></o:p></b></div>
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<br /></div>
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<b>Vem, vem amor<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>vem comigo vaguear,<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>não somos feitos
como as gramas<o:p></o:p></b></div>
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<b>mas sim sobre elas
para andar<o:p></o:p></b></div>
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<br /></div>
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<b>Vem, vem amor,</b></div>
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<b>vem dos teus medos
desapegar,<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>solta-te as
amarras que te prende<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>e vamos juntos esvoejar.<o:p></o:p></b></div>
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<br /></div>
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<b>Vem, vem amor,<o:p></o:p></b></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
<b>vem comigo voar,<o:p></o:p></b></div>
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<b>pra depois do sol
nos acharmos<o:p></o:p></b></div>
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<b>que nem como duas estrelas
a cintilar. <o:p></o:p></b></div>
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<o:p><b><i>Joaquim Cesário de Mello</i></b></o:p></div>
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<br />literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-89312891492495890912020-07-29T05:36:00.000-07:002020-07-29T11:47:18.837-07:00HOLLYWOOD DREAMS<div class="separator">
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR1D3PuzfYN65HEFyNHaJbZ8sl9YceHXPx9_g&usqp=CAU" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Coronavírus: China irá reabrir diversas salas de cinema nos ..." border="0" height="117" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcR1D3PuzfYN65HEFyNHaJbZ8sl9YceHXPx9_g&usqp=CAU" style="background-color: transparent;" width="176" /></a></div>
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<b><span style="font-family: inherit;"><b><span style="font-family: inherit;">Odiava a </span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">visita </span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">dos primos e dos vizinhos. Magro, frágil e tímido, era </span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">constantemente </span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">subjugado nas brincadeiras de força, enquanto os pais c</span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">onversavam na varanda crentes de sua felicidade. Infe</span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">riorizad</span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">o e humilh</span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">ado buscava a supremacia nos estudos, o que lhe rendia elogios e</span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;"> medalhas. Não sabiam os </span></b></span></b><b><span style="font-family: inherit;"><b><span style="font-family: inherit;">adultos que os livros e os óculos eram sua armadura e seu escudo. Cultivava assim a inteligência, desertificando os sentimentos.</span></b></span></b></div>
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<strike style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Ijuí deve ter sala de cinema no próximo mês – RPI – Rádio ..." height="142" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcT5rPlD3ErhW90u3vczEK4IUIHCvEvkvKtTQA&usqp=CAU" style="background-color: transparent;" width="226" /></strike><br />
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<b><span style="font-family: inherit;">Tão logo as luzes se apagaram encostou-se relaxadamente na poltrona acariciando-lhe os braços com a ternur</span></b><b><span style="font-family: inherit;">a de um recente enamorado. Mergulhado na negritude inicial aconchegou-se à escuridão como q</span></b><b><span style="font-family: inherit;">uem se recolhe a um colo feminino e sem cheiro, permitido-se oscilar impreciso por entre indefinidas sombras noturnas. Embora fosse tarde lá fora, deliciava-o a sensação embriagante e terna das noites artificiais, na ausência dos ruídos mundanos. Vingava-se assim das tardes e de suas solidões, assassinando-as com a obscuridade das trevas improvisadas.</span></b></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRA3U8wTXkpMRwa1xtKtaJ1sJDqGJSpAgYKimPwYxzrlVolgjQGiQ" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><b><span style="font-family: inherit;"><img alt="Resultado de imagem para cinema" border="0" height="143" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRA3U8wTXkpMRwa1xtKtaJ1sJDqGJSpAgYKimPwYxzrlVolgjQGiQ" style="background-color: transparent;" width="200" /></span></b></a><b><span style="font-family: inherit;"></span></b><br />
<b><span style="font-family: inherit;"><b><span style="font-family: inherit;">Seguro no abraço da cadeira, postou-se frente à imensa tela branca iluminada como se aguardasse a chegada de uma mulher amada. Os segundos que antecedem à ilusão eram vazios e lentos, porém necessários ao ritual da passagem que se sucedia. Os objetos, as coisas e as pessoas excluíam-se do redor, restando apenas a visão retangular dos sonhos acordados. Não havia mais ninguém, somente ele e os rostos próximos dos outros distantes. Despido do social, vestia-se de novas fantasias onde o pensamento se diluía em quimeras e desejos. Com que sonha o homem neste instante senão consigo próprio? – ele é feito de imagens e a tela é seu espelho e sua extensão. Flutuava para além de si, redescobrindo antigos afetos hibernantes.</span></b></span></b></div>
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<a href="about:invalid#zClosurez" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><b><span style="font-family: inherit;"><img alt="Resultado de imagem para cinema e literatura" border="0" height="107" 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" style="background-color: transparent;" width="200" /></span></b></a><b><span style="font-family: inherit;"></span></b><br />
<b><span style="font-family: inherit;"><b><span style="font-family: inherit;">Para ele, pouco importava o filme ou a trama. O cinema era seu sepulcro e a sua sobrevivência. Detestava a claridade denunciante das filas e das salas de espera, onde casais trocavam carícias permitidas, ansiosos para se embrenharem no negrume anônimo das mãos e das coxas. A felicidade alheia inquietava-lhe, da qual se defendia desviando-lhe os olhos. Por isto levava sempre consigo um livro qualquer que lhe auxiliasse a distrair a atenção e a dor. Os livros são melhores que gente, costumava dizer, pois quando nos incomoda basta fechá-los, enquanto as pessoas cobram e sugam.</span></b></span></b></div>
<div style="background-color: white; color: #3f3f3f; line-height: 1.4;">
<a href="https://prclaudiomartins.files.wordpress.com/2009/06/f1025002solidaopeq1000imag.jpg?w=138&h=104" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><b><span style="font-family: inherit;"><img alt="" border="0" class="alignleft" height="104" src="https://prclaudiomartins.files.wordpress.com/2009/06/f1025002solidaopeq1000imag.jpg?w=138&h=104" style="border: 1px solid rgb(172, 225, 73); display: inline; margin-top: 0px; padding: 4px;" width="138" /></span></b></a><b><span style="font-family: inherit;"></span></b><br />
<b><span style="font-family: inherit;"><b><span style="font-family: inherit;">Nunca lhe fora difícil estar desacompanhado. Nascido filho único, reinara por inteiro em um quarto somente seu, cujos brinquedos amargavam a falta de outros toques. Houve momentos, é verdade, e não foram poucos, que aspirava irmãos com quem compartilhar o medo das madrugadas, porém, como Deus era surdo as suas preces silenciosas, inventara amigos imaginários a quem, assim como os livros, podia mudá-los tão logo enjoasse. Adormecia quase sempre cercado de cavalheiros, guerreiros e soldados.</span></b></span></b></div>
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<a href="http://webinsider.com.br/wp-content/uploads/2012/11/image015.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><b><span style="font-family: inherit;"><img alt="Imagem relacionada" border="0" height="142" src="https://webinsider.com.br/wp-content/uploads/2012/11/image015.png" style="background-color: transparent;" width="200" /></span></b></a><b><span style="font-family: inherit;"></span></b><br />
<b><span style="font-family: inherit;"><b><br /></b></span></b>
<b><span style="font-family: inherit;">A vida começa na tela. Escorrendo o corpo pela cadeira, procura a melhor posição, inclinando a cabeça como quem repousa em travesseiros e seios. Sumido da tarde, dilui-se em cores múltiplas. Desaparecido do dia, confunde-se no piscar das fotografias. Não importa o filme ou a trama, o que importa é que o filme jamais acabe e lhe devolva a realidade tantas vezes sonegada.</span></b><br />
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<em><b><span style="font-family: inherit;">Joaquim Cesário de Mello</span></b></em></div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-47647469133439114802020-07-21T00:00:00.000-07:002020-07-21T15:42:35.304-07:00A INTERNET SEGUNDO HERZOG<div style="text-align: justify;">
<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para eis os delirio do mundo conectado, herzog" border="0" 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" 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Somos dependentes da tecnologia? Sim, somos. E estamos ficando cada vez mais dependentes. A internet é o melhor exemplo disso. Com tal ideia na cabeça e uma câmera na mão o consagrado cineasta alemão Werner Herzog nos oferece seu mais recente documentário titulado "<b><i style="background-color: white;">Eis os delírios do mundo conectado</i></b>". Como o próprio título indica o filme (atualmente em exibição pelo canal Netflix) nos leva a percorrer os labirintos do mundo virtual desde sua origem. Apresentado pelo próprio diretor, "<i>Eis os delírios...</i>" paulatinamente Herzog (o documentário é dividido em 10 partes) vai desvendando o esqueleto e a carcaça das estrutura geral desse conjunto de rede sistêmico e global de computadores interligados que se comunicam como agora estamos fazendo. Tentando não tomar posição a respeito Herzog é provocativo e nos desperta inúmeros questionamentos de maneira sedutoramente instigante e intelectiva.<br />
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Iniciamos com 1969, ano hoje mítico em relação à internet. 1969 é o gênesis da web. Vemos até a certidão de nascimento da internet datada de 29 de outubro de 1969 quando foi oficialmente enviado o primeiro e-mail da história. Embora a história tenha-se inciado a partir de pesquisas militares no auge da guerra fria é na Universidade da Califórnia (UCLA) em 29 de outubro de 1969 que a internet teve sua cerimoniosa estréia de host para host (da UCLA para o Instituto de Pesquisa de Stanford) com a primeira mensagem cujo conteúdo era para ser Log, porém o computador de Stanford travou em Lo - ironicamente Herzog associa com a expressão "<b><i style="background-color: white;">Lo and Behold</i></b>" (eis e eis) que, aliás, é o título do documentário em inglês.<br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR_uVEAtJhUledvGY5PgJupCXSgVBmQ3GHKTVwLg0BCbZMDmUsS" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para INTERNET" border="0" height="117" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcR_uVEAtJhUledvGY5PgJupCXSgVBmQ3GHKTVwLg0BCbZMDmUsS" width="200" /></a></div>
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O filme é uma sucinta jornada pelo universo cibernético que há muito invadiu as nossas modorrentas vidas e nos impregnou. Trata-se de um macrocosmo sem fronteiras ou limites conhecidos. O que vem depois? Qual a próxima revolução que nos espreita? Pra onde caminha a humanidade com tanta tecnologia? Como é e como serão os novos campos de domínio, poder e dominação? Sem paranoias ou esperanças fanáticas, tecnofóbicos e tecnofílicos escolham a sua praia.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para ALDEIA GLOBAL" border="0" height="140" 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OfQWAVr5a5dwqfEIiKqriQFJ7DKrPGbm4XPGzEWF/m8yjNra9NfKXLuOxjPI/aYbDBiYonUJdiuQsFCDLYXucoBLm2166O24VBKkvFHHJRdybT+9j3h+MTSxxg54bMVlkRFdmdPoRxjOVDgZ7spsmg1IZRsnO3YSujkyIp0MhWKUWvnvGEUFeiiwJy670WwHL7wQMobNJ2iSqdF/RrGmS4UXzIhUkjZrVVxuDVnaSJ5o+01dWwszrmsBmAAUqSALi5Gl7Akk3cqZzDNgsfHLmyE90i+ZWQ6gEGzAEgg7jTfwq1QLhqjto8gksICjlonjDZDH2dyygEi72H7TUdpFtoEqUq8f45LDKFQrl717i+2Xr8ar4bmuQ/3R91/9VWF0GeL8fjgfK+gC52OpsL2AsPOiBVJ4rMoaORbEMN1Yagg+IOxpYlxAmkWRkF1BAyncHcHTX/maPYTiAsAVIt4Wt+NAco+R8RwvimGcJLLDnMedELhsPIMtpCB3WiIS5b2gqkXOaiuA4EO3C4KB5BBLI8Mk6HDYfDl98oAEmKIAsLAKRa5vrXTFxa+6t9AL3BeV1jk9YxEjYnFWt2rgAIOqwx+zCvu1PUmi0/Do2ObLZ/roSje4utiRoNDpoKuVKAHmGZPZkDj6sgsfcJFGlvNSTb41PlAr+kjdP2rZ19+Zdh5sF/CiFSgNOGxCyDMjKw2upvqNxpsfKttVcRw+NzmZRm+uLq49zrZh9vU1rOHlT2JMw+rIL/ASLYj3kN1oC8aFcxYyOCEyyEjL7BHtZugX37WOlr30rd6+V/SRuv7S/OL9q94DzKj+tc79I3FhNMkaMGSNb3U3BZt9vAAfaa36bD3cij4Ofqc3axuXkDcU49NiHzyNp0UeyvuXx89635KDwmzD3infDpGY76bVyf1Fg0ODhGl8nzGdym9TFgwkkgn7NCKmA4pLhZc8b/vKdmHgy/1qziGW7ZdbeFBHBvrvXT6JjzZNTyqo1VNDDKSepHZOEceXExK0Q759pT/3Z6lvLw6t5akFcNAFHUk6sx3Y+J/LYDQVyz0fcVEOIKu1kkUg32DDVT+I+IrpXrzN+jhc+b/Nj4hu/wD7tX6rD2sjiuD6bpc3dx2+S/XieZUUszBVG5JAA95NUxhpW9uXKPqxgf4S7XJ94Cn3V7i4bGpDZQWH0277f42uR9tc50nn5SDfo0eTzUAL/icgN8L1jJO27JGPBBnPvzsAB7sp236VeAr1QFAcLjOrgynxkOfXqQp7qE/sgVdC16qUAo8/cptjljaJ1SSISBQ4OVhJkJUsLlNY11APXSuPQ8NxipKJMI0byRgRLIhZmbMq2juBla8i+OuXTTX6PqtiMDG7I7xozJfIzKCUva+UnVb5Rt4Cto58ihoT2KduGrXW5yf0d8k4ozwYvEqIEiLERNmMrMAUXMCoCr3i17knTauvgVkm1a2xCj6QquXLPLLVN7kwhGCqK2NWMxqx+0Rc3IFwCbb28a2YTELIgdTdWFxQHmFYpgPrLfK9ibE6bXFzWOG8WjghSPK5yC19NfPU6e6sywyVmlibm0DaEn3tb+hotw3iQljV8uW4Bte9rgHew8aAT+cdZW90n4JWrkflXCYjBxySwhnJe7XYXsxA2NbObT8838f/AAVb5JxSRcI7R2CKgmLMTYAAtrVov2s5ssVLNFP4f8ClzdxfgmBcx/PSS9Vw8rEJ01YtlB/Z1PiNaz6PeJYbikkkcTY7DtEob9OrAgnL9XQjT7a556How/EMpy5mhlysyBwrDK2Yq2h0BHxPvrp3KvEFHGYQrQN6xge+YFARnjc3csCQ3sPa1rAga2vUa2a9mFcBjERzYXHYaH1mWWOUSFhJlPsg2FwPP7qflpJ5p/7UwP7sv4U6x7Cpl4KYdnJff+Ee6lYqVU3M1KxUoDNS1YqUBgiuOc7A+vT38Vt7sq12Q1zX0ncMKypiADlcZWPgy7X94P8Au13enzUc2/k4PUIOWK14EirmFxxUEEkg1UqV7OfBDNDRPg8FqwhhWUC4N/G48dNq14uInULpb/rSqsW41tRivC9S6/J0EoqPuv5+PgrKbjsauVgfXMPbftF+zr9167UK4tFlEoOx+tsL7Bb7Zutt9KaOGcwzREXYunVWNz8GOo/Cq5uofUqOTTVo9701Ptan5Oh1K8RPmAI2IBHxr1XOeiZqVipQGalYqUBmpWKlACeaMWYcPJKoBKKWAO1wOtLWBbiWIhWZXwsSOoYXDkhSL3PhRznn+xT/AOzf8K9cpj/5fh7AE9itgdj3dqsto2YSuWTTe1HOJuZAe0L8RYRoSDLFgpZIjY2uJV0IvoDsfHxaMFymZ0WUcRkkR1DIyKoBBG99b/8AKlLn3EZuHJCzNDFK2HhjRYigLDKTcvr2aZdLaNl0JGob/Q7ghFgCqOzxdvP2Lt9KIOVRwPohst7eZPWoU2WeCPy/yxZxuEMGPeASSOqIDd2udQp6adafuWz8wvuH+VaS+Yv+1pv9mv4R04cuN8yPh/lWpnyinTL2yX3YB5rPzz/x/gtB/wD2en4hwnDYSGVYleZmmZgSDGjMbWG5zZSBcXtvRXmjXEOP2mH2gUCwEMyKEjxM8ai9gO6BfU9et6iP0tE5YyWSMoq9he4b6ORhMcyycTSDs9VKuIZWUqrK4DGxS91O+qGjvo55ZxQ4lLxCeRpI4zNEjM3aSOAAqkgW7uXwGpFwLEE3/U8QxucZLfa53t4X8K3RYDE9MdKL66dSeuh386afuT3MlfQ/ygvzDOr8Q4e6EMrRyMpHUFbgj4GmuLhGHIBMEJuAf0a/lSFw/hEq4iOWSd5eyuFzWsAQQQO9cDXa3Suk4Q3RT+yv4Cpb4ojDGXuclVsrfIuG/V4f5aflU+RcN+rw/wAtPyq/UqpuUPkXDfq8P8tPyqfIuG/V4f5aflV+pQFD5Fw36vD/AC0/Kp8i4b9Xh/lp+VXql6WCj8jYb9Xh/lp+VU+KcDwzRsggiDMrBcqKDe2hBAuLHrRHE4xUIGrMdlUXJ/oo8zYedUJUYktP3UIAyocwOuisQMxJJ2Gh216ym07IaTVM49isG8ZIZSLEjW2ltLG2xrRXY2wEUwvLGRpZUCMMg8LqNW+JA2HUkLiuT8MzhVSUG1yLrouova4sb+Pga9XF6lSqaPKy+m27g/yc2AvRSC5sg1bx6ab++19qaV5cw8USTsHKsEJO479vPNY307t9dbVtXiMKH5uBmAAtoEHW/tG/h0ri6/LDqWk1tH9ysPS7dzewuy8IUgEoCR9JlBv777jyonwbk4SknIsYHtK6A3vtZTqFPRhYb6E3oq/HInUrJE8fwDj7Uvapy9xvtZ/V+1DuFZon1JAUjMj/AFlN+uum97Vks00qs9ZRSVINphcMlhLhYY9hcohQ9NJMth4DNlJ8Kv8AyNhv1eH+Wn5VtgnDggizDRlOtr/5lPQ9deoIGr1Ep+hbJ+wRdPcF3T+EgeR2rOyxPkbDfq8P8tPyqfIuG/V4f5aflUXiGXSVezO173Q+6TYa6ANlJ6Crwam4KPyLhv1eH+Wn5VPkXDfq8P8ALT8qvXrNLBQ+RcN+rw/y0/Kp8i4b9Xh/lp+VX6lAKnOOBijwk5jjRCYnvlVVvtuQK1cG5kwmEwOGGIxMMR7JNHcBttwntH7Kv85xl4HjX2nRwPebCuL4n0bPKzOwFzue0I6W2Iq63jRzzbjk1U+PAe4pwr5WX1PtooRCI5wyqZCVdSsI9sZnKMpZcqZSwsCCCffKPpdw+FijwWLglifDKISyjMCYhk1Q2ZGOXUa63q3hFx0MrSouHVisaezoBGHCkDo1pCCetKGO5CMkjyyHM7szu2c6sxLM2gtuSajQW7/9r/AyzcZhxmPkxGHfPE8YytlK+yEBFmAIsRanzl1vmR7x/lWuYcucG9WNlZCoVhYNmPeIPhtpXS+XG+a+P/CtRkodOmou1y2D+fcPFhwcQ8zBmJyxBA5dtL5e8LAdSdB8QK5fiue5Q9osPmHTtDlPnopYffX0PjMDHKuWWNXXwZQw++gs3I/D2Nzhl+BZfuBFUaN0zk3C+ZMTJbNh0UeVzp8TXSOXYsPPsZVa2qOFHxDKCD9t6Kwcm4JPZgA/ic/i1FcNgY4/YQL7h/WiQbNEXB4l+jf3kn7tqvIoAAGw0Hwr1XnPViD1UrxnqZ6iwe6leM9asQ7W7mW/7V7DzsPa91xfxFLB6xE6oMzMFHifPYeZPhVUPLJ7N4k+sQM5HQqpuE/iF9xlG9e4MMAczEu/1j0/dXZPDTU9Sas5qArrHHCpNrDqdWZjsLnVnbp1J2qQQsxDyCxHspvk8zbQuep1A2HUtkRXfO2tvYHRfE+bHx6DQbm9lTQEIqjw4Zmkl+sQq/uR3A/3i5v4MPK27icxSNivtnup++3dT4XIrZhoQiKi7KAB7gLDepBS4PCrYWFWUMDFHcEAj2VOxra/CYD/ANzH/hA/CscC/s0H+yj/AMoq/RgXY+BQdoyMhB9tCGYXUnvC17d1jbbQMlEOHcEggJaOMKxFixuzEeGZiTbyrfxCEkBk9tDmUeJsQVPkQSPsPSt2HmDqrLswBHuNQDXisPezKcrjY/ipHVT4fEa1MNiM1wRlZfaXw8DfqD0Pl4ggbpJAN6qYkBrMpyuuxt9oI6qfD3EWIBoC4QCLVS9RKawtk/YOqH+HdP4SBrqDW+LEXAuLHqN7H39a99uPP7KkFVcflNpR2Z8b3Q+5+nuYKT0Bq8GrUWBv1HWqXq+TWFsn7BBKH3L9D+Ega6g0ATqVWgxNx3xlbqAbj4Gwv9lbO3Hn9lAacbghLa5Itfbzt+VC5eXzqRJ9q/8AOjXrC1LhwR0Oh+NAc15gxceGNmkV2FwVjLMRfe91yj3Xv5Uo4nn6BDYxz+/KPzrrGN5Ngk2Z0/dy/wBRQTE+irDv7U0v2R/6arTLWJ3COY4cWypG6o7nKqy5kJPTvZCov0ud66fwXg0sUeVyua97KSQNANyB4UG4f6LMFGe92knkxAB8jlANvjTxFGFAUbAAC5J203OpokQ2e6lSpViCVKwap8IxZmiEhAGYtbW/dDMEPxUA/GgLtD+ISuDGqFQXfLdlLAAJI+wZde5bfrVySUKCWIAGpJNgB4k9Ko4pwXw5BuDKSD4gwzWNQD16viP72H+S/wD51T1fEf3sP8l//Oqpxt5e0RY5niuCWIgMq2BXdzojG9gNzcmxtcU8DxBzIC00zKczZfVmjXpZLt3kIuG7+4FwQA5qaAUljnUEmWGwBJ+Zfpr/AH1VeFcSaVl7yOjK5BEbRkFDEOrtcHtPLaiySq4IsdCVIYEbaHQ7g+OxBoHxPG4bBSwmR44UKTAZiqAktAd2IF9PuptRG9h2pWrDYhZFDIbg/wDr+BB8wQa21UEr2m1eK9rtREgbjrFmRFYrlaMsV0I7SRYlt/C0nuIHlQnEcaWM2cvcBz+lm1COsZayowXVxoTtfwJouUZ4mkVcxeWOQAEapG6FQCxAF0TNY21b41zfjfBuLuzzdjNEuvci4iqrqxNrdluSRc6DQE2qwGfC8xQAIiMbXREHbzfSaOKPXs9iZFFz532qziePRxyyQszB4yqsO3m9p+xyqD2diT28fl3vI0Gl5LeTCtCmPxK4sENmM7OmgAaAGwDICD3soIYXtYZatI2BgjMspnSPDxmOcyzSBr90ETIG7zaAKBcPnBUFSDQFmXmaJUd7vZI2kYdtNfIq52IvHrYaaddOorT6N+YJMRLjVkFkXFSRw94tYoAXU3F7n29zfv6AKLp78A4jjA8sUGKTDT3McMmPyfNMAoDRsjEZgPZvYKQuwpx9HfLWJw8OMGJVYpJ8S88eVhJkzAWNxa9jp0v8aAP84ca9TgE3Z9p3guW5X2tL3Ck6e6hnLvMUuIIWfBy4Um+UPmN8upBORVBtqLE3AO1qvcfj9Yw6kOsMiliuaxVZMjR5WvuBnP2A7brXL+AmGL9YmxULpeUZcwL5heId+wzIAosD5nrQDniT3H/db8DXOPR8SZomE2IkurCQTWGV8mbKFyqw6nW9xYg10HE4qMowEiXKke2vUe+gPC8ZmeFWAXsdGJdTqYiLb/tCpA0iua84Nnx0iibEI9lMaIQEc9mpykspBPUqCDY3866H67H/AHif4l/OlzHY3JNNazCZlCEOtiREARv+w29tvOoAzYBx2UZ6lFvfX6IpH5+kvi4VMs8YKDKIvZZszWVyVIW9rDUE9Kb8FikWONTJHcIoPeXcCx2NCuKY4Rz9oMrqyRpcOoswd7A631zj76AJcssfVYc3tZBc+fWjWFG9AeCzIkEaM6Bguozrp9honhsfHe2YG5AuCCLnQKSNieg60ASqV5Br1QEqVKlAUpOJRiTs812tdrahRvdjsvxq0HBFwdN7+XjSZNhyZspQ5DiiZhY95WB7K/imbp42orzljvV8FOy93uZEsPpP3R4bX28q0yQUaoxxzlJuzlnM/pRx95uxCxxd4J83dreyLsTud9AN66vwPESNh4VjjC2jQEtcKpyi4Vfae3wB6GuJY7i82MkwmGkEeV8VApVIUTTNrqpJIA18OtfQGIxAjVmsSEFyFFzoL6DqbVmbN0eIsALhpCZGGoLbKf2U2X36nxJrXxCNy0TIobJIWIJy6GORNDY63YffXrAcTSU2W/sq4uLZlYXDD8KtFaNNckKSatFb1iX+5H8wf6anrMv9yP5g/KrOWplqtkg7EmZipClMpvZZVs2lrNdDca9LV4gjkVkZwcsUUi5i4Z2JMZF7KATaM6+YoplqZTSwAOUhkwokYgBy0nkDIxcqB4BmIA8MvWri8aiz5S2XaxawBLB2Av7kb7PdcZxHk8NYxSyJkYOkRytEGBzDTLnA6aNZRsOlDo+AYp5Y+0jiVRrmusqgKsgAKOAbkyaEA7HbqfAGLjHGo8Ood2RUIuXdwigXRR3j4lxWzE4nPCQt1aRjFvqrZjG7A9ctmbpfL0qhxjCzhIxF2YdUy3MLSRgh4WPzKm4Fka2ulhr1q1wqMmTUEBDK9j4zyOy6fRITpv8AO9LaygGEQAWAAA0Hw2qvNj4QSrSxg7EF1HwIJq1SLi+ahh5jhgYs+aZsjj5w5pZXFlLAlStjmAIsSddqkBlxCHBWZMm7FXF1AtYEg+zcL3jtYA/RKp+I4csuMVxh58XFh5GnaWZu6wd2AjQmyuYcxdUYaLm1BYCinEeN4X1nDOUaV8SwiaEklUtHIe0VGGVrXKm2pDg6kAG5wzjMUkk2GjliaWAK/YIb2BAsbDR8p+guxIubkGgDUHG1aWRLECMIXJVhlDglWJIy2IHQkroSADoWrjXPPPGJkkHDOHM8uKkukroR839ZFK2Gew777J3gNblem8n8KmwuEhgnmM8iKAzn7lB3KrsCdTb4AD3jlySK2mWQ2bycABG+I7p/g8KX+eMW0USBWSNZC6SO6ZgFKNpckBT5+VNuPwwkUqdQQQfcaSeYORRxIkT4vEpkARo42VUJAvnylDfMGvr4kUatENWgxyxiWmw6ySFWYs4DKmQMoYhSF8LW9+9EpVspIAJANtL62oTypyd6jnC4nETKwUBJnDKgW9sgCjKNdvIUR45wVsTC0QmkhzW78RAcWN7AkG1QgKnJfFJJp2VpYpA0ZkcJGFKuOxVSdTlFie6f6U6BF8BSTwn0UphpBLFjcYGzK7fOJZ8trK9k7y6bHxp89XPlRIRVLdiBzrxeWCYiOSNCiZo0aLMWdlcaG/fvtlGtx508Kg8Bt4UlcT9FCYibtpMbjC+YsvfSyHUjIMndtfS1NvA+CthoVh7aSfLfvzNmc3JNiwAva9K35CW73F7nnGtCIlVkjjfPnZlBF1MZRbnQE3Y+dj4Uc5SnafCq8uVi5kBITKrKHdVOU9CoHkb360B5r9GycQkLzYvFBTltEjqI1yi1whQ67m5udfCjnJvLAwCPGJ55lYqR2zBsgAsFQADKvlUU7uyNPuuy3ipJICixgOJGKqjMVykKz6OAe6Ah7pF9dD0r1HxYr+nTsx9cHOnxawKe9gB51U5xcrHGykggzEEGxBGGxBBB6GqmKxmIw0RkKHEooB0IRwNLk/RYAXNxba1tzViw1BhWaCcOxCiVI4j83JHI4W2imNol7vgD2m22gtbW5ugPOWuZ+mTitliwq3LN841gSQNUTQEHUliP3K6dSdzn6P4uISLKZXilChMwswKgsQCp2N2OoIoDlfo+wpm4vhVINolkmIIYWNiE0YnTVbHyG9d04qsnZsIsoZtCxv3Ra2bLY5iPq6Uo8hejo8OxMmIbECbPH2agR5MouDe+Y32p9tUp07IkrVC9y3hGDK1iqRxCFMwIL2IJksfZBtt50xCpapUylqdlYQ0qjNSsGlflnnEY2VlTDTpFYmOdwAsgVspst8y33FxsDex0qtlxpqVKlASsWrNYvQGHNqpcHF4853lPaH+K2UHzChV/hrHFjmUR/wB6wQ/u2LSfaisPj8KvrQGaDcxI57HsrZ+10On93LffTa9GaC80AGMAs8feusiNlKNYqMp2zMGKgEEG/U2BAotKDjcKhkSSSNMQJMuW6lhCyhlHsnKQRfca1MZg8OZJezjjV5/0si3jdyAVGWVSCjC5Abqb2G5FeXAYVJExgbswbRyDNYu0mRQbk3eQ2QbksNtdD5+UYmkZQk8pSQqE7NgzoEVmkS9laEF99AdFF7hXAr+jzlHCcMU9mHZ5iQJ5AAWW5ZYlA9kAD+MgkaZbPIpSxkUmeNIpC7SXcRjKY4oyCLMxFxDmsdCHLKAtlHzbThYyqKrMXIUAsbXYgWLG2lzvpQGw0Px/zbLN0Hde3VSe6fPKx+xnojQ3jz2iPmR+f9KtCNySBUl5swq7yr/iUf1qnNz/AIBTZsRED5yJ/qr5+xHCZsViJpUjLIZ3BcC9u8dbb7WO1NXL+AhidYpoI7qjN2jKvtA3bMDqDlsddLXrTq5dP00dvdLyk90bwwOS5Op/+8bh/wCsxfzE/OvaekLh52xEZ/jT86+emwhlml7KHMom0sCQFJYBcq2JvodPCnCbgMj4SIDB4ZZE7TufOahxo+stu0G1mzbDUVpml0eHT3JU34bW1j9PJ8HZsPzRhpNEkDe4g/cDRaGUMAw1B2r5m5eikwOPwxlh7INIFvc2YNdDrmKkd69fRPA5O6V+qfuP/RpnwwilLG7XzyYyi4umE6lSpXKQLnOqkxxgAklpQANSScPiAAB4164jMrYOQqQR2T6jX6JBFeub8LniQm+RXJkte4Vo5I76eBcXPQXOwpHm4gUVolzFjCdUGZrDLEyyqTaRhmHeFibG1hvKZDG7gX6bD/7DEf58NTTSjw+Ts5sP1tDiAf8AHh6bVN6gkzUqVKAlSpWDQHmSQKLnp8fwrEE6uLqwYai4NxcaHUUi828ROIxUeGw+Iy9mkrYgRNZ9GjCpn2GhYkA5hboLmmPlcnI4CZI1e0ewzAAXIAHs32PXXyvXV7qLVtZo505oTh8Suy52dsqoGCk6HXXoDlB/eFJHEeNHBNHjoxBI0gyZLZbLIFnc57ZioZtPDMdDvXn0437TB6D2cRluQMxvAxGu1sgHmXHvpFxE6+rB8ROmWF2VIRcOVkKXJezZTYG2hAG9zYUlyiFZ9DcB4muKw8WIT2ZUVgLg2vuLjqDpXrinF8PhlD4iaOFSbAyMFBPgL70r+ijBYmHBGPERtGFlbsVa1+zyprbdQXzmza6+6t/PaR5YzIgkNpFRQFaRi65ckaEEnNfUgrYC5YAGpk6QStjNgMdFPGssMiyRtfK6EMpsSDYjfUEfCtPGseIIJZiLiNGa3jlBNr0hej3j+BwMZwD4oCVZpABIxI7zHKvbWCE2A8O82Xen3i2GSWGWOSwRkYMTbQEG7a6ab/Cpd0Qqs4JhfSFxQY6GQzLJFLKq9kEjOVHcL2ZAAaM6aXbXKCSRv9ECvmuRcPh1EsDyyOZM0ZJAMaIwEblUsXdmBIuLAD2b2rrfow5yfHrJFMFE0IQllOkivmAbLYFWGXUWtqLb6VjbW5pliozaQ9UJ4pnU5hroAh6KxuCbWIzG4AJuOlrnvFq8ugIIIuDoQdiOotVjMTOZsQfVlj+ZBnlWMLIFfKytnaSKN+67KFzBWOVWF7sAA27gXFMJDiBhFWYTOQpeVjIXYR9sAZczXuhZ9O7cvszWPjmqCdWgjj7PsXlbOTczXETkJGLamwa73Bygg31J0Y2/rXBgVy2lxShbZbBcPMq93poBQDlh8HGhdkRVLnM5A1Y7XJ61vqVKAlAObZ8sfuDN9go8aSfSRIxw+ICBi3Yuqhbk5mDWsBrfUVt06vIiGcC4JxuXDyI6s+TPmdAdGvbNcbE28aNc2Y8Tr2sOHdY2JLTWPeJAUrcaAWFiD1oIOFzgg+qzaWuOzkN7e9abl4o8WAaGLBSK00rkoEnIiQqF3a/ebwXSwB3r0uq6TH3oZ8cU5rbmk19/9nWstLT4L/K0aYfCCbPH7OaRgS1r62Kg77C++lWMfzlAsJkivI3dAUAixYXGY20t189KQcLDi44pIlw8uWXLmvE/0b26ef3VjhmFnicOcHLIB9BopMt+hIA1I1tfxryMv9O48uWebNLU7tK0rXwzb9QkqQPxmPld+0Z2LqQVLEm2XVRr519Pcs4oSWcbSIrj42P9a+bMbw6dnZxhp0DMxy9m5C3JIANtQPOu4ejDEN6phM6srKpiIYFT3SVXQ67AV6/Vwj246VW3HwcWV72dDFZrArNeOUMEUDxHK0JYtGWgZtzHlsf4HVlHwA3o7UoAXguCJH1d22LMRe3gAAAo8gBRMCs1KAlSpUoCUs+kjjpwXDsROpIcLljIAPfchFNjpoTf3A0zUsc/8vx4/DCCV5ETtFY9mVBOUNYEsp0ub/AUB85cI486lGidknjysl7EMy7i51JYXGvidK616LudIYcMYMSTCEYdkCJHAUgAx3sbZSCNfGqUfoewKkMs2KBBuDnj0/8A10RwHo6wsbL87iJACbrI6kNe+9kB08iPO9AWPSrh48ZBHJCjzNFqjRWIKyhWZdSL3tG3X2bbmx5bw3guMtIr4SVQTdAUPUbGw+OvjXbcPwOGO2RAtgAMoUaDQC9ugGnhW/1IfWb7R+VQrJZex3NMEQI78jhS2SNCWawGgBsLm9hcgHXwNuf8QweNxXEYuIOsMAjidIYu0Z3uySgCQhbA3csxW9lU72uXFuHISCdSNjYXHuNtKkvDkYWa5GmhsdjcdOh1qGnWzI28nE19HGPkkYMYRmUtnLNlLMWuosl7gi50tY3F66hzbzAIcHNh5JTnktGpUpdAUQuD3gwBBNja/e8qMfI0X1fuH5V4l4HA6hXRWUXsGVSBfc2Iqr7s5Jzey8IlVHhHCMl/adMvUA313vfoOlh5+NdG9CUubGYrvKbQoDa9/aJ1v/1vTM3JuBJucLAf/Cj/ANNEuT+V8LhJpZYI+zaRQGAPdsDcWXYfCtEqJlJybb8jbWvEPlUmxawJsNzYbC/U1sqUKiPxbiK9hLicYnZwo7AMxHeVSLMhQ5lDG4A0Zh0JZVShyNywZsQOJzJLBY3wsBkc5UMbRmSRGLBXcNmyg6abm92rifK+HxE8U8oZuxYskZb5oubfOtHsXHQ+Zo4tAZFSpUoCVRxmAjbMzaE/Svt0v4VeqpxLBrKhRiQN+6bHT7j8amLp8gXZsPh10OKkPuyn8EoLxl1Rb4d5XYt3syra1rX28hWrFNkfIACL2ud/utRCLDqRt+NexjiotNtszbF313E+f+AflRTg0oa5xDyKQRlyqvgb7iiXqqeFa5cOoG1dGTJGcaSr/BVF6LD4dtPWpB+8EH3lKPYXh0Qysova1jfe3XTSkbDHPJktYXtcXvv53p74VgFhTKpJvqbm+v4D4V5fUrSvqZoty7WalSuIsSpUqUBKlSpQH//Z" 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<span style="background-color: #f3f3f3;">O sociólogo canadense <span style="font-family: inherit; text-align: start;">Marshall McLuhan em meados dos anos 60 profetizou que o mundo estava se transformando em uma "aldeia global". Corremos o risco de nos estar transformando em uma imensa tribo onde cria-se um modo unívoco de viver e pensar. Tal homem unidimensional, profetizado pelo soliológo e filósofo alemão Herbert Marcuse (um dos mais conhecidos e expoentes da chamada Escola de Frankfurt) vive a serviço da ideologia capitalista e da sociedade de massa e consumo, cuja globalização ampliam as desigualdades e fraturas sociais.</span></span><br />
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<span style="background-color: #f3f3f3;"><span style="font-family: inherit; text-align: start;">Como refletia em um final de um poema seu o poeta norte-americano Gregory Corso ao se indagar <i>o que faz o mar escolher essa praia?, </i>cabe a cada um de nós escolher a praia que se quer viver. Fiquem à vontade.</span></span></div>
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<span style="background-color: #f3f3f3;"><span style="font-family: inherit; text-align: start;"><i>Joaquim Cesário de Mello</i></span></span></div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com1tag:blogger.com,1999:blog-840407047294014995.post-89574937244198766422020-07-05T07:15:00.000-07:002020-07-05T07:21:11.520-07:00DOIS MENINOS<div class="separator" style="clear: both; text-align: center;">
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" 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<i><b>De onde vem esse menino </b></i></div>
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<i><b>que me parece vindo por detrás dos meus ontens</b></i></div>
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<i><b>e que está indo para além dos horizontes que vejo?</b></i></div>
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<i><b><br /></b></i></div>
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<i><b>De onde brota esse menino</b></i></div>
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<i><b>que me remete às memórias que sequer me lembro</b></i></div>
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<i><b>de um outro menino</b></i></div>
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<i><b>que como este menino</b></i></div>
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<i><b>só queria ser sempre menino?</b></i></div>
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<i><b><br /></b></i></div>
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<i><b>De que lugar chega esse menino</b></i></div>
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<i><b>que parece atravessar espelhos </b></i></div>
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<i><b>como que vindo de um retrato passado</b></i></div>
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<i><b>escondido em meio a roupas, caixas velhas de sapato</b></i></div>
<div style="text-align: center;">
<i><b>e lembranças coisificadas em sobrantes objetos que restaram?</b></i></div>
<div style="text-align: center;">
<i><b><br /></b></i></div>
<div style="text-align: center;">
<i><b>De onde surge esse menino</b></i></div>
<div style="text-align: center;">
<i><b>que me rebenta os cansados anos </b></i></div>
<div style="text-align: center;">
<i><b>a me desabrochar o meu menino</b></i></div>
<div style="text-align: center;">
<i><b>que por tanto tempo sonhou com outro menino</b></i></div>
<div style="text-align: center;">
<i><b>para que juntos pudessem brincar a infância inteira?</b></i></div>
<div style="text-align: center;">
<i><b><br /></b></i></div>
<div style="text-align: center;">
<i><b>Não deixarei esse menino escapar-me</b></i></div>
<div style="text-align: center;">
<i><b>como me escapou meu próprio menino</b></i></div>
<div style="text-align: center;">
<i><b>mas que hoje ressurgi ressuscitado</b></i></div>
<div style="text-align: center;">
<i><b>no se encontrar do seu neto,</b></i></div>
<div style="text-align: right;">
<b><i></i></b></div>
<div style="text-align: center;">
<i><b>chamado Pedro.</b></i></div>
<div style="text-align: center;">
<i><b><br /></b></i>
<i><b><br /></b></i></div>
<div style="text-align: center;">
<div style="text-align: justify;">
<i style="text-align: right;">Joaquim Cesário de Mello</i></div>
</div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-42769707057275407302020-06-23T00:00:00.000-07:002020-06-23T11:42:59.544-07:00O ENIGMA DA ESFINGE<div style="text-align: justify;">
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para enigma da esfinge" border="0" 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" 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Na mitologia grega temos a figura da esfinge (monstro alado com um corpo misto de mulher e leão) que afligia a cidade de Tebas. Quem ousasse enfrentá-la tinha que decifrar um enigma que desafiadoramente ela lançava no famoso bordão "decifra-me ou te devoro". Reza a lenda, ou a peça de Sófocles, que foi Édipo quem elucidou o enigma "que criatura tem quatro pés pela manhã, dois ao meio-dia e três à tarde?". A resposta hoje conhecida por todos é: o homem.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para mente humana" border="0" height="153" 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" 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Édipo pode ter resolvido o segredo da esfinge, mas herdamos desde os tempos imemoriais a pergunta "o que é o homem?", ou mais precisamente "o que é a mente humana?". Se o homem é a resposta à questão da esfinge, nós é quem somos de fato um enigma à esfinge.<br />
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Qual a essência da psiquê humana, portanto? Psiquê esta que nos faz diferentes dos demais animais, embora não desfaça de nós a nossa própria animalidade. O <i>homo sapiens</i> há muito tenta se entender. Heráclito que viveu entre 535 a.C. e 475 a.C não era lá otimista quando afirmou "tu não encontrarás os confins da alma, caminhes o quanto caminhares, tão profunda é a sua razão". Porém, teimemos. De que é feita a mente humana? Quais as suas argamassas? Shakespeare dizia que "<i>s<b style="background-color: white;">omos feitos da mesma matéria que nossos sonhos</b></i>". Somos, pois, tecidos da mesma maneira que os sonhos? Se tirassem de mim tudo que me distrai e me camufla, veria em mim a minha nua alma? O que é que estava em nosso psiquismo antes de nele chagarmos, isto é, antes de formar-se nele a consciência de um eu? Até onde sabemos é que a mente, distintamente do cérebro, não extensão, isto é, não ocupa um lugar determinado em que podemos medi-la em termos de comprimento, largura ou altura. A mente sequer é material: não pode ser tocada, cheirada ou apalpada. A mente diretamente não pode ser vista ou observada, exceto pela introspecção. Mas isso não retira de mim as minhas inquietações. O que é a mente e de que ela é feita?</div>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para dualismo" border="0" height="162" 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" width="200" /></a><br />
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Os dualista creem que a mente é uma substância diversa do corpo. Já os monistas acreditam que mente e corpo são uma coisa só. Enquanto que para os epifenomenalistas a mente é algo subserviente ao corpo. Há quem reduz o corpo à mente (imaterialismo) e há quem reduza a mente ao corpo (materialistas), Há tantos que não pode haver tantos. Quem está com a verdade? Há aqui alguma verdade a ser descoberta? E não houver, perco tempo por isso com isso? Não sei o que é mais difícil: se encontrar o começo ou encontrar o fim? Recorro, então, ao poeta Fernando Pessoa em seu heterônimo Alberto Caeiro: "<i style="background-color: white;"><b>sou um guardador de rebanhos./O rebanho é os meus pensamentos/e os meus pensamentos são todos sensações</b></i>". Serei isto, pois?: um amontoado de sensações que se fizeram pensamentos? Desta vez o poeta não me ajuda, desassossega-me. </div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRtshyuNSxgdC3JmA3Q90xKcOtR3n4R3pXr464wvm4ng2irDDJX" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para processos psiquicos" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRtshyuNSxgdC3JmA3Q90xKcOtR3n4R3pXr464wvm4ng2irDDJX" width="149" /></a><br />
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Ah!, essa obscura natureza da mente humana. Ajudaria se trocássemos mente por estados mentais? Ou que tal fenômenos mentais? Continuaremos generalista, não é. Claro que falar, por exemplo, de processos mentais nos leva mais para perto de algo científico. Parece que estamos a falar de cognição, memória, aprendizagem, percepção... É, nossa mente tem mesmo dessas coisas, mas também tem os processos emotivos e as alterações corporais/fisiológicas. A partir de vários processos mentais (cognitivos, emotivos, conativos e fisiológicos) a mente se efetua. Lembro-me agora do escritor português Vergílio Ferreira quando escreveu que "<b><i style="background-color: white;">todo animal tem uma alma que é à medida de si. Só o homem a tem infinitamente maior. E o seu drama, desde sempre, é o de querer preenchê-la</i></b>".<br />
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para decifra-me ou te devoro" border="0" 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" 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Toda psiquê, toda mente humana, tem seus labirintos. Há, dentro de cada homem ou mulher, criança ou adulto, uma florestas de pensamentos, desejos, fantasias, sonhos e sentimentos. Dentro de cada um de nós habita uma enorme barulhada de vozes, como se cada um fosse feito de várias vozes e eus. No emaranhado de que somos feitos às vezes somos complicados, confusos, tumultuados e dissonantes. Como já disse o poeta Ferreira Gullar, "<b><i style="background-color: white;">uma parte de mim é multidão/outra parte estranheza e solidão</i></b>". Ah!, decididamente não é fácil sermos uma pessoa, visto sermos contraditórios, diversos e paradoxais. O que se passa na mente humana muitas vezes se processa em termos de antíteses que se altercam. Às vezes parecemos tão realistas, outras vezes tão oníricos. De quando em quando mostramo-nos maduros e adultos, mas em outras ocasiões tão infantos e imaturos. Isto o que somos, meu caros leitor(a): um misto de incoerência, um amálgama de definições e indefinições. A mente humana ainda vozeia "decifra-me ou te devoro".<br />
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQH9oE1jBddrnzwncGbYxN6txKWwAiLjqSgcyYhkcQOvOWTJLbakQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para apolineo e dionisiaco" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQH9oE1jBddrnzwncGbYxN6txKWwAiLjqSgcyYhkcQOvOWTJLbakQ" width="160" /></a><br />
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A alma humana vive indissociavelmente ligada ao corpo. Na base de sua natureza reside a fisiologia e os instintos. Estes últimos são por excelência forças motivadoras do comportamento do ser humano e dos processos psíquicos subjacentes. Porém somos mais do que nosso substrato. Para os gregos da Antiguidade somos constituídos em nossa base de dois impulsos: um apolíneo e outro dionisíaco. O modelo de entendermos a alma com o tripartite não vem de Freud, mas de Platão. Platão desenvolve no diálogo <i>Fedro</i> o mito do Cocheiro, onde a psiquê é vista como um cocheiro (razão/eu) que conduz dois cavalos alados: um negro (elemento dionisíaco) e outro branco (elemento apolíneo). O componente dionisíaco da mente é o nosso lado bestial e o apolíneo o que há de divino em nós. Apolo é o deus da serenidade e da ordem;já Dionísio é o deus dos prazeres desmedidos e do desregramento. Vivemos em meio a um conflito do tipo dia e noite, ordem e caos, superficialidade e profundidade.<br />
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"<b><i style="background-color: white;">Há um espetáculo mais solene do que o mar, é o céu; e há outro mais solene do que o céu, o interior da alma</i></b>", já escreveu Victor Hugo. Há em cada um mais almas do que uma, afinal - como já versou Fernando Pessoa - "<b><i style="background-color: white;">sou somente o lugar/onde se sente ou pensa</i></b>". Plural, enigmática, diversa, contraditória, clara e obscura, mística e esfíngica: eis a alma que em parte se revela e em outra se encoberta.<br />
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<i>Joaquim Cesário de Mello</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-89574787628466297872020-06-14T00:30:00.000-07:002020-06-14T08:58:15.405-07:00COGITATIO MAGICUS<div style="text-align: justify;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTjiGMvwuvYg0QAShfNhg64YlnAOIenDf_MdYFS2wrJ6lMUzmqSvQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para pensamento mágico" border="0" height="200" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTjiGMvwuvYg0QAShfNhg64YlnAOIenDf_MdYFS2wrJ6lMUzmqSvQ" width="153" /></a></div>
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Quem já não sentiu a influência psíquica do pensamento mágico? Quem, aqui e acolá, alguma vez ou outra não acreditou na onipotência de seus desejos? E quem com isso já não receou que um pensamento desagradável pudesse se tornar realidade apenas por haver sido pensado? Atire, pois, a primeira pedra quem já não se livrou da figura esquelética com sua longa capa e capuz negros carregando uma grande foice à imagem de um ceifador, com um simples isolar de dedos na madeira; ou salvou um avião de cair por segurar um escapulário ou seu amuleto de estimação. Quantas vezes eu mesmo já não me livrei do azar evitando passar por debaixo de escadas ou deixando o guarda-chuvas em casa fechado? <i>Yo no creo em brujas, pero que las hay, las hay</i>.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para pensamento mágico" border="0" height="134" 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" 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Realmente é bastante difícil encarar a vida como ela realmente é, bem como nossa impotência frente ela. é bem provável que o psiquismo humano nunca consiga lidar com a realidade crua, sem nenhuma fantasia ou desejo. A magia produzida por nossa atividade mental não é vã ou simplesmente infantil, porém visa psicologicamente escapar de ansiedades e desprazeres que o mundo externo pode nos ocasionar. Um pouco de anestésico é de alguma forma saudável ao equilíbrio psíquico. Um pouco.<br />
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para pensamento mágico" border="0" height="149" 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" 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O pensar mágico é base do pensamento primitivo.Desde cedo, quando criança, vive-se de modo pleno o funcionar do pensamento mágico. Após a etapa desenvolvimental dos primeiros meses (onde Piaget denominou de sensório-motor) o psiquismo humano vê-se dominado pela imaginação (estádio pré-operatório), Nesta etapa evolutiva a criança não se preocupa com a realidade propriamente dita, mas sim o que ela imagina que seja a realidade. É a época do pensamento fantástico. O mundo parece encantado e o universo é impregnado de fadas e monstros. Mas haverá um dia que tristemente saberemos que Papai Noel não existe. O despertar do pensamento mágico é um processo lento que vai acontecendo ao longo da infância. Contudo, resíduos do pensamento mágico continuará conosco na vida adulta - vide a superstição, por exemplo. Os poderes mágicos da nossa ilusória onipotência infantil persistirá subjacente à lógica do pensamento racional maduro. Está certo o filosofo André Comte-Sponvile quando diz que "<b><i style="background-color: white;">ninguém se cura da própria infância</i></b>".<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTDbsSWlC3E6TUTjBUKlCkD-fpl55QE5I0Co6VnNAZvEC-u8EPIVQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para pensamento fantasia" border="0" height="112" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTDbsSWlC3E6TUTjBUKlCkD-fpl55QE5I0Co6VnNAZvEC-u8EPIVQ" width="200" /></a></div>
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Da mesma forma que certas drogas e embriaguezes alcoólicas são capazes de alterar nosso julgamento e de levar-nos a interpretações equivocadas e de nos auto enganar, o medo, a paixão e a ansiedade igualmente. A qualidade naturalmente onírica e fabular da mente humana às vezes invade o princípio de realidade. Assim como nos sonhos acreditamos nas invencionices que o psiquismo nos cria e narra, temos também a tendência a acreditar acordados em nossas divagações fantasiosas, afinal a onipotência inerente ao primitivismo psíquico sobrevive na mais racional e lógica das mentes adultas. O maturar do aparelho psíquico humano não extingue a essência imatura do mesmo.<br />
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<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para pensamento mágico" border="0" height="200" src="data:image/jpeg;base64,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" width="142" /></a></div>
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O ilusionismo psíquico é natural do ser humano, faz parte do nosso funcionar psicológico. Danoso é quando delegamos às conotações mágicas da mente o domínio e o controle de nossas vidas. Maquinar e urdir fantasias é próprio da textura mental; necessitamos delas para melhor suportar e viver a vida. Porém confundir fantasia com a realidade é algo análogo ao delírio. Mesmo que o sujeito não seja ou esteja psicótico, acreditar nas fantasias como se elas fossem reais nos leva a comportamentos psicóticos. Como diz Franco Del Casale, o pensamento mágico muda a causalidade pela casualidade, isto é, não se busca a causa dos fatos, mas sim o casual deles. Um susto, por exemplo, ocasionado por dor proveniente de gases intestinais pode provocar a fantasia de estar sofrendo um ataque de angina. A partir daí o medo de enfartar e morrer toma conta do nosso pensamento, distorcendo toda e qualquer factualidade. Ó que é ficção transforma-se em coisa física.<br />
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQPvIK2zhQnLsEM9M6CZyWNl9ihj_jyXprzqi4vE1WPMDH8h1s7BA" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para puer aeternus" border="0" height="155" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQPvIK2zhQnLsEM9M6CZyWNl9ihj_jyXprzqi4vE1WPMDH8h1s7BA" width="200" /></a><br />
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Se quando crianças acreditávamos em fadas, duendes e papa-figos, a criança dentro do adulto continua a acreditar. O encantamento de nossa infância não é hoje apenas memórias em um homem adulto. Assim como nosso dedo mindinho, por exemplo, é o mesmo da primeira infância (maior, com mais dobras e pregas, com algumas cicatrizes ou calos, sob domínio motor da volição), também é a nossa mente. Não é porque amadureceu que a mente humana perdeu as qualidades naturais e essenciais típicas do narcisismo de sua fase pré-edípica. Nosso psiquismo embora maturado mantém e possui os mesmos atributos da criança. Como dizem os junguianos no psiquismo humano coabitam o <i>puer aeternus</i> e o <i>senex</i>. A onipotência do pensamento infantil nos acompanha a vida inteira.</div>
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<a 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imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para vade retro" border="0" height="133" 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Se é para ter medo de um quarto escuro que o enfrentemos entrando com amuletos, patuás e talismãs. Se é para acreditar em um pensamento assustador e apavorante que o rechacemos com orações, santinhos ou batendo dedos na madeira. Se é para temer demônios, assombrações e vampiros nada como a velha fórmula do <i>vade retro</i>, crucifixo e água benta. A magia muito bem pode ser antidoto da magia. É só saber usá-la, afinal nenhum adulto por mais adulto que seja é totalmente imerso na maturidade. É como no poema de Alberto Caieiro (homônimo de Fernando Pessoa):<br />
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<span style="font-family: inherit;"><i><b style="background-color: #f3f3f3;"><span style="text-align: start;">"A criança que pensa em fadas e acredita nas fadas</span><span style="text-align: start;"> </span></b></i></span></div>
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<span style="background-color: #f3f3f3; font-family: inherit;"><i style="font-family: inherit;"><b><span style="text-align: start;">Age como um deus doente, mas como um deus. </span></b></i></span></div>
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<i style="font-family: inherit;"><b><span style="text-align: start;">Porque embora afirme que existe o que não existe </span></b></i></div>
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<i style="font-family: inherit;"><b><span style="text-align: start;">Sabe como é que as coisas existem, que é existindo, </span></b></i></div>
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<i style="font-family: inherit;"><b><span style="text-align: start;">Sabe que existir existe e não se explica, </span></b></i></div>
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<i style="font-family: inherit; text-align: justify;"><b><span style="text-align: start;">Sabe que não há razão nenhuma para nada existir, </span></b></i></div>
</span><span style="text-align: start;"><div style="text-align: center;">
<i style="font-family: inherit; text-align: justify;"><b><span style="text-align: start;">Sabe que ser é estar em algum ponto </span></b></i></div>
</span><span style="text-align: start;"><div style="text-align: center;">
<i style="font-family: inherit; text-align: justify;"><b><span style="text-align: start;">Só não sabe que o pensamento não é um ponto qualquer."<span style="color: #333333;"> </span></span></b></i></div>
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<i>Joaquim Cesário de Mello</i></div>
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literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-32282571928450974042020-06-07T00:30:00.000-07:002020-06-07T15:14:29.497-07:00DIÁRIO DE AULA - FAMÍLIA: ESTRUTURA <br />
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<b>A ESTRUTURA FAMILIAR<o:p></o:p></b></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagem para ESTRUTURA FAMILIAR" border="0" 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" /></a><br />
<br />
<br />
<br />
A
família, seja ela qual for, se estrutura por meio de papéis e funções, cujo
exercício dos mesmos determina os comportamentos dos seus membros. Entendê-los
é, portanto, de fundamental importância para a compreensão da dinâmica
familiar. Nathan Ackerman, um dos principais pioneiros da Terapia Familiar, já
dizia que a família é “<i>a unidade básica
do desenvolvimento e experiência, realização e fracasso, saúde e enfermidade</i>”.
Para ele a família é sempre uma UNIDADE SOCIAL E EMOCIONAL.<br />
<o:p></o:p></div>
<div class="MsoNormal" style="text-align: justify;">
Sim,
frequentemente a família é o primeiro espaço vital onde a criança começa a
integrar seu EGO e formar sua personalidade. A família é mais do que uma
instituição social, é um sistema (vide aula passada) que se transforma ao
longo do tempo. Vimos em nosso último post que a família é um sistema vivo e
ativo, aberto, em constante transformação. Vimos também que é um sistema
rodeado de fronteiras inter-sistêmicas e intra-sistêmicas cujos limites
(analogamente uma membrana) permitem a troca de informações entre o meio
interno sistêmico e o meio externo. Vimos ainda que dentro de um sistema
familiar (nuclear) coexistem vários subsistemas, entre eles o individual, o
conjugal, o parental e o fraternal. A forma como os subsistemas se organizam e
se relacionam definem uma estrutura familiar.<o:p></o:p></div>
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Como todo e qualquer sistema a
família é regida por regras que determinam o seu funcionamento. Na maioria das
vezes são regras tácitas construídas ao longo do tempo. E ainda dentro de uma
visão sistêmica a família não é um conjunto de indivíduos propriamente dito,
mas sim um todo interativo e interdependente cujas interações regulam o
sistema, sua continuidade e a identidade de seus membros. Deste modo uma mudança significativa em um membro da família implicará em uma mudança no sistema como um todo (principio da circularidade).<o:p></o:p></div>
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Vimos que a família ao longo do
seu ciclo vital lida com inúmeras situações adaptativas (crises normativas e
acidentais). Os padrões relacionais familiares sofrem alterações em momentos de
crises e a maneira como o sistema lida com tais situações pode facilitar mais
rapidamente o reequilíbrio sistêmico ou não. Tal fato se relaciona com o grau
de flexibilidade da família. Família cujo sistema que pouco suporta mudanças
tende a manter seus padrões relacionais rígidos, provocando assim
desajustamento funcional e sofrimento intra-sistêmico. <o:p></o:p></div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRDXR2AUPA-KiHtu5_UUbHmEvSxgVVdb49SRJYD11aXZv6OzdRhAw" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRDXR2AUPA-KiHtu5_UUbHmEvSxgVVdb49SRJYD11aXZv6OzdRhAw" width="199" /></a> Caso
melhor conheçamos a estrutura familiar, repetimos, melhor entenderemos a psicodinâmica
da mesma. Uma estrutura familiar é formada por um conjunto de regras veladas
que condicionam o comportamento e o relacionamento de seus membros. As transações
relacionais localizam qual o lugar de cada membro dentro da família e qual seu
papel e função. Para Salvador Minuchin padrões transacionais são transações
relacionais que de tão repetidas viraram permanentes. Solidificam-se, portanto,
padrões relacionais, tais como o pai é provedor material e a mãe é provedora
afetiva. Tais transações relacionais, assim como as fronteiras, nem sempre são
assim tão visíveis, afinal elas se estabelecem no pragmático do dia-a-dia e na
rotina cotidiana. É clássica certas situações como, por exemplo, expõe Minuchin:
uma mãe que se queixa verbalmente de ser sempre ela quem lida com os filhos
sozinha, embora comportamentalmente quando algo necessita ser feito ela é a
primeira a tomar a iniciativa para resolver, desqualificando o pai quando ele
tenta tomar alguma atitude.</div>
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Ao ser somente ela quem resolve os problemas
domésticos com os filhos (pois, segundo ela, o pai não serve pra nada nessas
questões), cronifica-se um tipo de interação onde a mãe é hiperfuncional e o
pai hipofuncional. </div>
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Cada membro da família, individualmente falando, é um subsistema com suas funções específicas, assim como são subsistemas o agrupamento de indivíduos dentro do sistema familiar maior. A organização de cada subsistema é feita por fronteiras e pelas regras que determinam quem e como participa cada pessoa no subsistema. A nitidez e a flexibilidade das fronteiras facilitam a interação entre membros e com os demais subsistemas familiares. A diferenciação entre os membros tem muito a ver, portanto, com a clareza das fronteiras e dos limites de cada um.</div>
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" 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" width="200" /></a></div>
Lembremos que coabita no espaço
psicológico da família tanto a necessidade de coesão e pertencimento, quanto a
necessidade de individuação. A identidade é resultado do movimento de se
diferenciar da “massa familiar”. A individuação possibilita o indivíduo existir
fora do âmbito familiar. Vejamos o que Murray Bowen (um dos mais importantes autores sobre terapia familiar) diz a respeito: <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNoSpacing" style="text-align: center;">
</div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">“O conceito de diferenciação
de si mesmo se relaciona com o grau<o:p></o:p></span></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="De la familia al individuo / the Individual Family - Livros na ..." border="0" height="200" src="data:image/jpeg;base64,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" width="138" /></a><span style="background-color: #fff2cc; font-size: x-small;">em que uma pessoa vai se
diferenciando emocionalmente dos<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">pais. Em um sentido amplo, o
filho se separa fisicamente da mãe<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">no momento do nascimento, mas
o processo de separação é lento,<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">complicado e incompleto.
Inicialmente depende muito de fatores<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">inatos da mãe e de sua
capacidade de permitir ao filho crescer<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">separando-se dela, mais do que
de fatores inatos do filho. Existem<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">também muitos outros fatores,
como o grau que a mãe foi capaz<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">de se diferenciar de sua
família de origem, a natureza de sua<o:p></o:p></span></div>
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<span style="background-color: #fff2cc; font-size: x-small;">relação com o marido, com seus
pais e com outras pessoas<o:p></o:p></span></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<span style="background-color: #fff2cc; font-size: x-small;">significativas, e por último,
como se apresenta a realidade e sua<o:p></o:p></span></div>
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<span style="background-color: #fff2cc; font-size: x-small;">capacidade de suportar a
tensão.”<o:p></o:p></span></div>
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<span style="background-color: #fff2cc; font-size: x-small;"><br /></span></div>
<br />
<br />
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</div>
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<br /></div>
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Deixemos, pois, abaixo um
resumo de todo assunto:<o:p></o:p></div>
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<tbody>
<tr>
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<o:p> <b>CONCEITO</b></o:p></div>
</td>
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<o:p><b> DEFINIÇÃO</b></o:p></div>
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ESTRUTURA<o:p></o:p></div>
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<span style="font-size: x-small;">Padrão de organização que
estabelece a forma de interagir dos membros que constituem um sistema.</span><o:p></o:p></div>
</td>
</tr>
<tr>
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SISTEMA<o:p></o:p></div>
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<span style="font-size: x-small;">Conjunto de elementos
(subsistemas) que interagem entre si e compõem um todo integral</span>.<o:p></o:p></div>
</td>
</tr>
<tr>
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SUBSISTEMA<o:p></o:p></div>
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<span style="font-size: x-small;">Subgrupamento familiar.
Indivíduo, díades, tríades e outros conjuntos de pessoas/papéis podem formar
um subsistema.</span><o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNoSpacing" style="text-align: justify;">
FRONTEIRAS<o:p></o:p></div>
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<span style="font-size: x-small;">O que delimita um sistema ou
subsistema de outro. É o limite onde ocorrem as interações relacionais e que
define acesso e restrição ao interior do sistema ou subsistema. São barreiras
invisíveis que regulam contatos afetivos.</span><o:p></o:p></div>
</td>
</tr>
<tr>
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FRONTEIRAS RÍGIDAS<o:p></o:p></div>
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.<o:p></o:p><span style="font-size: x-small;">Quando as fronteiras são muito rígidas impedem ou permite pouco contato com os sistemas ou subsistemas externos</span></div>
</td>
</tr>
<tr>
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FRONTEIRAS DIFUSAS<o:p></o:p></div>
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<span style="font-size: x-small;">O oposto da rígida. A
aproximação entre os subsistemas é tanta (ausência de limite claro) que carece
de espaço para a diferenciação e individuação de seus membros.</span><o:p></o:p></div>
</td>
</tr>
<tr>
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FRONTEIRAS CLARAS<o:p></o:p></div>
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<span style="font-size: x-small;">São limites nítidos que ao
delimitar claramente o espaço de cada membro ou subsistema permite a troca e
a comunicação entre eles.</span><o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNoSpacing" style="text-align: justify;">
FAMÍLIA AGLUTINADA<o:p></o:p></div>
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<span style="font-size: x-small;">Também chamada de família
emaranhada. Os limites entre os membros é difuso e há exagero de intimidade e
falta de diferenciação entre eles.</span><o:p></o:p></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288"><div class="MsoNoSpacing" style="text-align: justify;">
FAMÍLIA CISMÁTICA<o:p></o:p></div>
</td>
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<span style="font-size: x-small;">Também chamada de família
desligada. As fronteiras entre seus membros ou subsistemas são rígidas não
permitindo proximidade afetiva e troca de intimidade entre seus membros. Há
excesso de diferenciação e carência de coesão familiar.</span><o:p></o:p></div>
</td>
</tr>
</tbody></table>
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<br /></div>
<br />
<br /></div>
<div style="text-align: right;">
<i>Joaquim Cesário de Mello</i></div>
</div>
literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-83935457509868769242020-06-05T04:00:00.000-07:002020-06-05T05:31:23.536-07:00DIÁRIO DE AULA - CLÍNICA I: EXERCÍCIO DE FIXAÇÃO<br />
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</div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TRT
(RO e AC)/2018<o:p></o:p></div>
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<br /></div>
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Na Teoria dos Tipos
Psicológicos de C.G. Jung, as duas funções racionais são<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l9 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->A)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->pensamento
e sentimento. </div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l9 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->intuição
e sensação.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l9 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->extroversão
e introversão.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l9 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->julgamento
e percepção.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l9 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->introversão
e percepção<o:p></o:p></div>
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<br /></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TRT(SC)/2013<o:p></o:p></div>
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<br /></div>
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A teoria freudiana propõe que o ego é originalmente
criado pelo id na tentativa de enfrentar a necessidade de reduzir a tensão e
aumentar o prazer, mas para fazer isto, o ego, por sua vez, tem de controlar ou
regular os impulsos do id de modo que o indivíduo possa buscar soluções<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l12 level1 lfo12; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->mais
rápidas e menos fantasistas.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l12 level1 lfo12; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->mais
imediatas e menos realistas.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l12 level1 lfo12; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->menos
rápidas e mais fantasistas.<o:p></o:p></div>
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<!--[if !supportLists]-->D)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->menos
imediatas e mais realistas.<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l12 level1 lfo12; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->nem
realistas e nem demoradas.<o:p></o:p></div>
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<br /></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Pessoas
que vivenciam de forma negativa os estados emocionais e que respondem aos
eventos estressores da vida de maneira pouco proativa, apresentam traços
compatíveis com:<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Extroversão<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Histeria<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Psicotismo<o:p></o:p></div>
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<!--[if !supportLists]-->D)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->Neuroticismo<b><o:p></o:p></b></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Neurose
de caráter<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->“Personalidade é
uma organização interna e dinâmica dos sistemas psicofísicos que criam os
padrões de comportar-se, de pensar e de sentir característicos de uma pessoa” (Carver
e Scheier). A partir desta definição qual a alternativa abaixo é correta com a
mesma:<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->A
personalidade é um desaglomerado de partes.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Que
ela é imutável.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Que
é puramente psicológica.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Que
todos temos uma personalidade em comum.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l4 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span></span></span><!--[endif]-->Que determina a maneira de ser da pessoa.<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Assinale
a afirmativa incorreta:<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->A)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->Uma
pessoa extrovertida é aquela que é curiosa, imaginativa e sensível ao estético
e à arte. <b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Pessoas
convencionais e conservadoras apresentam baixa abertura à experiência.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Um
pessoa com baixo fator de Conscienciosidade tem comportamento espontâneo e
pouco disciplinado. <o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Um
menor envolvimento social é característica de introversão. <span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l8 level1 lfo3; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Uma
pessoa emocionalmente estável e equilibrada apresenta baixa neuroticidade.<span style="color: #333333; font-family: "arial" , "sans-serif"; font-size: 9.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Padrões
generalizados e persistentes de perceber, reagir e se relacionar, rígidos e
mal-adaptativos que interferem no funcionamento ocupacional e/ou interpessoal é
classificado como:<o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l10 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Personalidade
Disfuncional<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l10 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
obsessivo-compulsivo<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l10 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
somatofórmico<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l10 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]-->D)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->Transtorno
de personalidade<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l10 level1 lfo5; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Neurose
histérica<o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Tribunal
de Justiça(PA)/2020<o:p></o:p></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Determinado paciente apresenta
um padrão persistente e inflexível que abrange uma faixa ampla de situações
pessoais e sociais. Ele relata dificuldades de adaptação social que lhe causam
prejuízo funcional ou sofrimento subjetivo significativo. Diz que guarda
rancores persistentemente, desconfia das pessoas e não se dispõe a perdoar
insultos, injúrias ou menosprezo dos quais pensa ter sido alvo. Ele costuma
recusar-se a responder perguntas pessoais, afirmando que tais informações “não
são da conta de ninguém”. Também sente, com frequência, que seu caráter ou sua
reputação foram atacados e, de alguma forma, desrespeitados. Relata, ainda,
difícil convivência e apresenta frequentes problemas em relacionamentos
íntimos. Ele diz ter reações raivosas com rápidos contra-ataques quando se
sente insultado.<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Considerando-se que esse
paciente não apresenta outros sintomas além dos mencionados, é correto afirmar
que, nesse caso, o diagnóstico mais provável é de transtorno da personalidade<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->esquizotípica.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->esquizoide.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->C)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->paranoide.<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->borderline.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l2 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->evitativa.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">8)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Prefeitura
de Pará de Minas (MG)/2018<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Segundo o DSM V, são
considerados transtornos da personalidade, EXCETO:<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l7 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
borderline.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l7 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
paranoide.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l7 level1 lfo7; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
esquizoide.<o:p></o:p></div>
<div class="MsoListParagraph" style="mso-list: l7 level1 lfo7; text-indent: -18.0pt;">
<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span><span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> </span><span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;"> D) </span>Transtorno exibicionista. <b><o:p></o:p></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="margin-left: 32.2pt; mso-add-space: auto; mso-list: l5 level1 lfo11; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">9)<span style="font: 7.0pt "Times New Roman";">
</span></span></span><!--[endif]-->Universidade Federal do Estado do Rio de
Janeiro/2018<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Um paciente, acolhido em um
CAPS pelo psiquiatra, atende ao seguinte critério clínico: Exibição de um
padrão persistente de experiência interna e comportamento que se desvia
acentuadamente das expectativas da cultura do indivíduo, manifestando-se em
duas (ou mais) das áreas: cognição; afetividade; funcionamento interpessoal;
controle dos impulsos.<br />
O critério clínico acima descrito é decisivo para o diagnóstico de transtorno<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l6 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->de
sintomas somáticos<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l6 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->B)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->de
personalidade<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l6 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->de
ansiedade<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l6 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->depressivo<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l6 level1 lfo8; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->fóbico<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">10)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Prefeitura
de Bombinhas(SC)/2019<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
São transtornos de
personalidade, segundo o DSM-V:<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->A)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->Transtorno
de Personalidade Paranoide, Antissocial, Obsessivo-Compulsivo.<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
de Insônia, de Oposição Desafiante, Antissocial.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Fobia
Específica, Mutismo Seletivo, Paranoide.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Transtorno
Depressivo Maior, de Ansiedade Social, Borderline.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l0 level1 lfo9; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Deficiência
Mental, de Tourrete, Dissociativo de Identidade.<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">11)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Prefeitura
de Várzea(PB)/2019<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Kurt Schneider define as
personalidades psicopáticas (transtornos da personalidade) como aquelas que
sofrem ou fazem sofrer. Assim, segundo o CID 10, quais dos transtornos abaixo
podem ser classificados como Transtornos de Personalidade?<o:p></o:p></div>
<div class="MsoNoSpacing" style="text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l13 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]-->A)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->TP
Paranóide, TP Esquizóide, TP Esquizotípica, TP Histriônica, TP Emocionalmente
Instável (Tipos Explosivo e Borderline), TP Anti-social, TP
Obssessivo-compulsivo e TP Dependente.<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l13 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TP
Anti-social, TP Obssessivo-compulsivo e TP Dependente, TP Hiperativo, TP
Depressivo, TP Esquizotípica, TP Histriônica e TP Emocionalmente Instável
(Tipos Explosivo e Borderline).<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l13 level1 lfo10; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TP
Depressivo, TP Esquizotípica, TP Histriônica, TP Emocionalmente Instável (Tipos
Explosivo e Borderline), TP Afetivo-dependente, TP Paranóide, TP Esquizóide e
TP Esquizotípica.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TP
Obssessivo-compulsivo, TP Dependente, TP Depressivo, TP Esquizotípica, TP
Histriônica, TP Emocionalmente Instável (Tipos Explosivo e Borderline), TP
Esquizóide e TP Anti-social.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->TP
Anti-social, TP Emocionalmente Instável (Tipos Explosivo e Borderline), TP
Depressivo, TP Obssessivo-compulsivo e TP Dependente, TP Hiperativo, TP
Esquizotípica, TP Histriônica. <o:p></o:p></div>
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<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">12)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Hospital
Universitário de Brasília/2018<o:p></o:p></div>
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No que se refere à prática do
profissional de saúde mental e à avaliação de pacientes, julgue o item
subsecutivo.<o:p></o:p></div>
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Os transtornos de
personalidade afetam significativamente a atenção e a memória.<o:p></o:p></div>
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<span style="mso-tab-count: 2;"> </span>(<span style="mso-tab-count: 1;"> </span>)
CERTO<span style="mso-tab-count: 2;"> </span>(<span style="mso-tab-count: 1;"> </span>) ERRADO<b><o:p></o:p></b></div>
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<div class="MsoNoSpacing" style="margin-left: 32.2pt; mso-list: l5 level1 lfo11; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">13)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->UFRN/2019<o:p></o:p></div>
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Olavo está cursando Odontologia e procura o Serviço de
Apoio Psicológico da Universidade, relatando não se sentir capaz de terminar o
curso e não gostar de fazer trabalhos em grupo porque acredita que nada tem a
acrescentar. Além disso, ficou extremamente triste e incomodado quando ouviu de
um colega que estudantes que entram na universidade através das cotas são
incapazes de se tornarem bons profissionais. Esse episódio o perturbou muito,
levando-o ao isolamento social e ao desejo de trancar o curso. O quadro
apresentado por Olavo caracteriza um transtorno de personalidade<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l1 level1 lfo13; text-indent: -18.0pt;">
<!--[if !supportLists]-->A)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->esquiva.<b><o:p></o:p></b></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">B)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->paranoide.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->histriônica.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->dependente.<o:p></o:p></div>
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<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">14)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->Defensoria
Pública (AM)/2018<o:p></o:p></div>
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De acordo
com o DSM-V, o transtorno da personalidade borderline é considerado
um padrão<o:p></o:p></div>
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<br /></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l11 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">A)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->com
comportamento difuso, desconfiança e suspeita em relação à motivação da atitude
dos outros.<o:p></o:p></div>
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<!--[if !supportLists]-->B)<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; line-height: normal;">
</span><!--[endif]-->em
que se identifica inconstância nas relações interpessoais, na autoimagem, nos
afetos e apresenta impulsividade relevante.<b><o:p></o:p></b></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l11 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">C)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->de
dependência, submissão, apego e temores de separação.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l11 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">D)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->em
que há distanciamento e isolamento nas relações sociais com pouca expressão de
emoções em contextos interpessoais.<o:p></o:p></div>
<div class="MsoNoSpacing" style="margin-left: 36.0pt; mso-list: l11 level1 lfo14; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">E)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><!--[endif]-->relacionado
à uma preocupação com ordenamento, perfeccionismo, controle mental e
interpessoal à custa de flexibilidade e eficiência. <o:p></o:p></div>
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<br />
<br />literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0tag:blogger.com,1999:blog-840407047294014995.post-73285572643043950842020-06-05T03:35:00.004-07:002020-06-05T05:10:12.102-07:00DIÁRIO DE AULA - SISTEMA FAMILIAR<br />
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<o:p> </o:p><span style="font-size: x-small;">“Todas as partes de um
organismo humano, formam um sistema. </span></div>
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<span style="font-size: x-small;">Portanto toda parte é começo e fim” </span></div>
<div class="MsoNoSpacing" style="text-align: right;">
<span style="font-size: x-small;">(Hipócrates)</span></div>
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<o:p></o:p></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="123" 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" 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A Teoria Geral dos sistemas
foi criada pelo biólogo austríaco Ludwig von Bertalanffy na primeira metade do
século XX. Segundo ele “<i style="mso-bidi-font-style: normal;">a família pode
ser considerada um sistema aberto, devido aos movimentos de seus membros dentro
e fora = de uma interação uns com os outros e com sistemas extra familiares
(meio ambiente e comunidade)</i>”. Também para Bertalanffy o “<i style="mso-bidi-font-style: normal;">sistema é maior do que a soma de suas partes</i>”.
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<a href="https://i.pinimg.com/originals/f0/2c/8b/f02c8be2c7f6ea0a30112de9758b8212.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagem para tipos de fronteiras familiares ..." border="0" height="174" src="https://i.pinimg.com/originals/f0/2c/8b/f02c8be2c7f6ea0a30112de9758b8212.jpg" width="200" /></a>Dentro da concepção sistêmica,
a família funciona como um circuito onde o comportamento de um dos seus membros
afeta os demais membros, e vice-versa. Neste sentido, podemos ver a família
como um todo complexo e integrado, no qual suas partes (membros) são
interdependentes, exercendo entre si influências recíprocas (retroalimentação).</div>
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A família enquanto família é
um sistema, mas enquanto parte da sociedade é um subsistema, isto é, faz parte
de um sistema que lhe é maior (sistema social). <o:p></o:p></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTQr1nzja7ks2ygMHWJQjy-4B7_4nBDuJaPbXLot4dZPm3o_zp3&usqp=CAU" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Pedagogía familiar sistémica y constelaciones familiares - Salud a ..." border="0" height="117" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTQr1nzja7ks2ygMHWJQjy-4B7_4nBDuJaPbXLot4dZPm3o_zp3&usqp=CAU" width="200" /></a>Já os membros familiares, integrantes
do composto familiar, são subsistemas do sistema familiar. Assim sendo,
define-se <b><u>SUBSISTEMA</u></b> como uma unidade menor dentro do sistema. Por exemplo:
díade pai-mãe, tríade pai-mãe-filho, irmãos (subsistema fraterno), avô-neto,
etc. Até o indivíduo é um subsistema. Observem que dentro de um sistema
familiar podem haver diversos subsistemas, entre eles o geracional, conjugal,
gênero, hierárquico... Um mesmo indivíduo pode pertencer a diferentes
subsistemas, em cada subsistema a que pertence tem papel, funcionalidade e
níveis de poder variados. <o:p></o:p></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSWH6jr-lf_R7ymAidulscRp3WhPZM-pw-H_kvuA1CFjH0WsBIL&usqp=CAU" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Terapia sistémica y constelaciones familiares en Las Rozas ..." border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcSWH6jr-lf_R7ymAidulscRp3WhPZM-pw-H_kvuA1CFjH0WsBIL&usqp=CAU" width="200" /></a>Um sistema familiar, por sua
vez, funciona e se sustenta em uma base estrutural. Um dos mais importantes
criadores da Terapia Familiar, o argentino Salvador Minuchin (considerado o
“Freud” da Terapia Familiar), desenvolveu a concepção estrutural/dinâmica da
família. Para poder se observar a estrutura familiar, dizia Minuchin se faz
necessário fazer um “mapa” da família. Sem esse mapa nos perderíamos dentro do
contexto e jogo interpessoal dinâmico familiar. <o:p></o:p><br />
<br /></div>
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A estrutura familiar, pelo
acima exposto, é um conjunto invisível de fronteiras e exigências (regras) funcionais
que organizam as maneiras pelas quais os membros da família interagem, criando
padrões transicionais que regulam o comportamento dos membros da família. É
necessário, portanto, conhecer as regras familiares, suas aliança internas e as
fronteiras subsistêmicas e sistêmicas. <o:p></o:p></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="93" 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" width="200" /></a></div>
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As fronteiras sistêmicas são
aquelas que separam um sistema familiar de outro sistema. Já as fronteiras
subsistêmicas são aquelas que separam um subsistema de outro subsistema. <o:p></o:p><br />
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As fronteiras podem ser
rígidas, nítidas ou difusas. As fronteiras rígidas impedem a proximidade da
intimidade, Já as nítidas permitem a troca de intimidades, enquanto que as
difusas misturam as intimidades a ponto de sacrificar intimidade individual. <o:p></o:p></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="85" 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" width="200" /></a></div>
<div class="MsoNoSpacing" style="text-align: justify;">
Como dizia Minuchin, “as
fronteiras são o conjunto de regras que determinam quais serão os participantes
de cada subsistema da família, são as fronteiras que protegem a distinção do
sistema e garantem sua particularidade, possibilitando o funcionamento eficaz
do sistema familiar. “As fronteiras de um subsistema são as regras que definem
quem participa de cada subsistema e como participa. Para que o funcionamento
familiar seja adequado, estas fronteiras devem ser nítidas”. <o:p></o:p></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Família Disfuncional 01 – Modelo de Família Simbiótica ..." border="0" height="200" 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São duas as principais funções
de um sistema familiar: propiciar o espaço de <b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">COESÃO </span></b>(pertença) e estimular
a <b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">INDIVIDUAÇÃO</span></b>
(autonomia de seus membro). Excesso de coesão compromete a individuação. Por
sua vez, o excesso de individuação prejudica a coesibilidade grupal. Famílias
muitos coesas são FAMÍLIAS AGLUTINADAS (SIMBIÓTICAS). Já famílias muito individualizadas
(cada um na sua) gera FAMÍLIAS CISMÁTICAS (FRAGMENTADAS).<o:p></o:p><br />
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<br /></div>
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<u>Sobre o assunto ver:</u> <span style="mso-spacerun: yes;"> </span><o:p></o:p></div>
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<span style="mso-spacerun: yes;"><br /></span></div>
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<b><i>Um olhar sobre a família na perspectiva sistêmica: o
processo de comunicação no sistema familiar</i></b><o:p></o:p></div>
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<a href="http://z3950.crb.ucp.pt/biblioteca/gestaodesenv/gd19/gestaodesenvolvimento19_139.pdf">http://z3950.crb.ucp.pt/biblioteca/gestaodesenv/gd19/gestaodesenvolvimento19_139.pdf</a></div>
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<br /></div>
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<b><i>As origens do pensamento sistêmico: das partes para o todo</i></b></div>
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<a href="http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&pid=S1679-494X2014000200002">http://pepsic.bvsalud.org/scielo.php?script=sci_arttext&pid=S1679-494X2014000200002</a><o:p></o:p></div>
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<b><i>Fixação de fronteiras: uma técnica utilizada na terapia
familiar</i></b><o:p></o:p></div>
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<a href="https://psicologado.com.br/atuacao/psicologia-clinica/fixacao-de-fronteiras-uma-tecnica-utilizada-na-terapia-familiar">https://psicologado.com.br/atuacao/psicologia-clinica/fixacao-de-fronteiras-uma-tecnica-utilizada-na-terapia-familiar</a></div>
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<span style="mso-spacerun: yes;"><br /></span></div>
<br />literalMENTEhttp://www.blogger.com/profile/14153107418798094372noreply@blogger.com0