tag:blogger.com,1999:blog-49763172525441443052024-02-20T06:40:33.046-03:00Dó de Deus"É o ponto de vista que cria o objeto."Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-4976317252544144305.post-26590167702197748112014-07-18T11:31:00.000-03:002014-07-18T11:31:05.741-03:00É chegado o tão aguardado momento<br />
A abertura das cortinas<br />
Corram todos e venham ver<br />
Pois vosso artista mudo voltou a falar<br />
<br />
Soletra as primeiras palavras dum soneto<br />
"As ilusões peregrinas"!<br />
Sua alegria deverá transparecer<br />
As cicatrizes d'alma que já não há<br />
<br />
O artista, no entanto, lê da palma de sua mão<br />
E se já não treme os pulsos e a face,<br />
Deve à soberana força do gargarejo do conhaque<br />
<br />
Perpassa-lhe potência de touro na enganação<br />
Preocupa-lhe cometer O Erro, ainda que não o fasse<br />
À honra de sua covardia.<br />
Ressoem os atabaques!Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-21749554361149347412014-04-08T23:38:00.000-03:002014-04-08T23:38:09.106-03:00Soneto de PaixãoHomens e mulheres que compensam<br />
Própria estupidez com obediência<br />
Mui pobres, exilados da Ciência<br />
Orgulhosos do vazio que ostentam<br />
<br />
Laureados por terem bocas alheias<br />
Repetem o Absurdo qual lundú<br />
Já viram a Deus, nunca olharam o Cu<br />
Coniventes aos cantos das sereias<br />
<br />
Mestres, de espírito mau ou simples<br />
Usam a Universidade de tanga<br />
E ao Direito, far-se-ão grande fardo<br />
<br />
De tanto ouvirdes, quiçá cantaroles<br />
"O Rei estava vestido no Bacanga<br />
Péro yo nunca vi mais belo rabo."<br />
<br />Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-67342908748751299292014-02-20T15:52:00.001-03:002014-02-20T15:52:13.940-03:00Como um Jesus Cristo<br />
buscando no carinho maternal da puta<br />
a superação do Édipo,<br />
<br />
Encontro-me ridicularizado:<br />
correto, posto, ereto;<br />
para os outros, errado.<br />
<br />
Feito o homem que<br />
supera a Esfinge, tamanho<br />
o seu intelecto,<br />
<br />
Vejo-me abatido:<br />
velho, magro, ferido;<br />
para os outros, abastado.<br />
<br />
E tal qual os dois<br />
que se reconheceram na morte<br />
meros procedimentos de um Pacto,<br />
<br />
Escrevo-me certo por linhas tortas:<br />
sem que a métrica me tire o sono, ou que as linhas já<br />
[não comporta<br />
Para os outros, não me importa. Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-67915786735590669072014-01-21T11:50:00.002-03:002014-01-21T11:50:55.964-03:00Tchái das cinco<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
“Está
resolvido, estou condecorado por antecipação. Por honra, coragem e
serviços prestados”, Laércio bradava pelo quarto, marchando em círculos. “Se por um acaso, trate-se de mim mesmo
o comandante competente para a cessão desta comenda, resta mais que evidenciado
meu merecimento de tanto! E, ademais, quem melhor que eu mesmo para
conhecer a mim e aos meus trabalhos?”, concluía. </div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
A
cerimônia ficou marcada para o outro dia, ao pôr do sol, defronte
às ruínas da tola igreja dos dominados. A cidade, barulhenta em
sons miúdos, guardava no pó das ruas e nas letras incompreensíveis
de suas placas um passado não tão distante de tempo, mas de
distância infinita no sentimento.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
A Rua, agora, só conhecia o Vento, qual, convenientemente, resiste
ao ataque de qualquer projétil. Os dois, graças a súbita inatividade
dos antigos ocupantes, puderam passar as manhãs brincando de jogar o
lixo de um canto a outro, riscar as paredes de outras areias, além
dos charmosos redemoinhos de folha e flores – de sorte que, se a
esta última houvesse espectador, apostaria na grandeza de sua
própria existência no espaço. Pois bem, não havia.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
Chegado
o grande dia, Laércio apressou-se: tomou seu demorado banho na
banheira partida ao meio, arrumou seu traje belicoso de gala de única
manga, tomou tchái com sua linda e esquelética esposa, Madara. </div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
Sempre tão silenciosa, sempre tão sentada.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
No caminho à praça, deu-se com a Rua e o Vento, mas não se cumprimentaram.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
Chegou. Tomou o grito dos abutres por trombetas de anúncio, cuidou-se para pisar no palanque com o pé direito, sacudiu os prateados cabelos que restavam por debaixo do quepe e saudou a multidão de micróbios.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
“Ótimo,
aqui estamos mais uma vez”, repetiu Laércio em sua cerimônia de
condecoração. Repetiu tanto, tanto e tão alto que o som das palavras não
lhe faziam mais sentido, mas ao Eco não importava.</div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<span style="text-indent: 2.01cm;">Acontece que os treze dias de discurso idêntico trouxeram ao Eco dúvida, e o repentino silêncio de
Laércio não foi percebido pelo Gênio Repetidor.</span></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
<br /></div>
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
Tantas
vezes se repetiu, pelas curvas, a afirmação de estar, que estiveram. Todos, mais
uma vez.</div>
<br />
<div align="JUSTIFY" style="margin-bottom: 0cm; text-indent: 2.01cm;">
Todos,
menos Laércio, que trocara os estertores por beijos endereçados a sua Madara, à janela.</div>
Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-2831577009960173432013-08-24T22:58:00.000-03:002013-08-24T22:58:01.027-03:00Om mani padme humEsperar, esperar, esperar<br />
Como se fosse esta minha última opção<br />
E minha primeira escolha<br />
<br />
A escolha de ser vítima de quem sou<br />
Oprimindo a essência flutuante interior<br />
A crueldade da carne na vileza do espirito<br />
Isso e o Nada<br />
<br />
Admitir o erro é esperar perdão, aparenta<br />
Não admiti-lo é permanecer nele, ensinam<br />
E não admiti-lo por não desejar ser perdoado, seria o Direito?<br />
<br />
A fórmula para o perdão?<br />
A ulterior - e por isso correta - resposta?<br />
<br />
E do que serve o perdão se não para o retorno? Tolice<br />
Não existe retorno nesse universo horário<br />
Voltamos para onde estávamos indo na direção oposta<br />
<br />
Assim sendo, quero - e virão - quaisquer coisas nenhumas onde cabe tudo<br />
Como eu já tive, quais são belos quadros<br />
De natureza morta do outro lado da minha testa<br />
<br />
E estou errado, isso me faz certo<br />
E estou fraco, o que me faz mais belo<br />
<br />
Não estou pronto para abandonar a existência terrena,<br />
O que me espiritualiza<br />
<br />
Quer dizer,<br />
Eu espero:Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-69820219331570193622013-06-05T11:38:00.004-03:002013-06-05T11:38:35.568-03:00Rai Cai<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Todos, sem alarme!<br />
no meio de nossas faces<br />
Um moedor de carneCoimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-24837022789340346342013-01-25T17:02:00.005-03:002013-01-25T17:02:47.492-03:0018 de Março<br />
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Pra antecipar que</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Um dia</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Tal qual um último</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
fôlego</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Di-la-ei as três sinceras</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
palavras</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
Em próclise perfeita</div>
<div style="text-align: center;">
<br /></div>
Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-46208422811952841692013-01-09T16:36:00.000-03:002013-01-09T16:49:11.020-03:00As corriqueiras colisões de p-branas<br />
<div class="MsoNormal">
Por esses dias estava correndo pela orla marítima de
Salvador, do Rio Vermelho até o Farol da Barra. Na volta, descansando minha atenção nas pessoas, pude ver ao longe, a beira da praia, a explicação mais sincera de
trindade, que nenhum dos meus catequistas conseguiu demonstrar. Deparei-me com costas
magras, dreadlocks castanhos e a posição de lótus, que me apaixonaram os três, como um só.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As costas foram as primeiras. Puxaram meu olhar da minha
trajetória só para elas: tensas, duas, ao pé do mar. Sua postura rígida me
fez pensar no treino e na força que elas teriam. Guardavam o casco de sua dona,
sustentavam o peso de sua existência, protagonizou tantos carinhos que poderia
se imaginar parte única, principal. Depois, vieram os dreads, que de tão bem formados,
tantos, se poderiam fazer de rede, sacada e apartamento; tão castanhos que acabariam
por pensar melhor, seriam um baobá.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Mas o mais importante, o mais relevante foi a posição de
lótus. Esta não veio da genética, do condicionamento físico, da estética. Esta
veio do universo dela.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Por uns dez minutos pude ver a manifestação de outro
universo. Ela, imóvel, bem poderia desconfiar que alguém, do alto relevo donde
passam os carros, admirava-a. Mas o que se passou na minha
cabeça naquele momento fez parte do meu universo, infinitamente distante ao dela, por mais próximos que estivéssemos.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Nossas vidas, naquele momento e agora, são duas meditações
distintas.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Talvez eu esteja na busca do que ela irradiou, naquele dia. Tanta calma, tanta
frieza debaixo de um sol escaldante e acima de uma areia tórrida, que qualquer
problema que ela pudesse pensar, ali, pensaria nele e só nele. Todas as soluções, iminentes.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Talvez, a beleza daquela tenha sido culpa da naturalidade
que ela transmitia, com a justa e devida participação das costas e das tranças. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Se o que me veio primeiro foi a beleza ou a naturalidade, não
saberia dizer. Se, por mais que em lótus, pensasse ela em tudo que aconteceu e
deixou de acontecer na semana, no ano, também não poderia dizer. No entanto, o tempo que eu passei olhando pra ela, sem
dúvida, foi uma meditação: nada mais existiu em meu redor, dentro ou fora da
minha cabeça. Senti a mesma calma que se encontra quando, no ringue, o gongo
soa, e o maxilar descansa: nem a vitória nem a derrota importam, acabou.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Falho em dizer que busco a calma ou a naturalidade. Provavelmente,
o que busco é o fim das coisas, como as próprias coisas também buscam. O
natural é este movimento dialético, é a dissolvição do sólido.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Um dia escrevi um poema que dizia que eu queria organizar
meus pensamentos em estantes, a fim de facilitar a consulta posterior. Mas o
que me parece agora é que toda sorte de pensamento se resume em um pensamento
só, único. Tudo o que se pensa é uma linha, e essas linhas se embolam todas, e
quem olha de longe não entende nada.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ao longe, os pensamentos são como costas.</div>
Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com1tag:blogger.com,1999:blog-4976317252544144305.post-4307852361679273442012-05-17T08:20:00.001-03:002012-05-17T08:20:23.366-03:00Do cantor de forró e outras providências<i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;">Novamente o transportou o diabo a um monte muito alto; E mostrou-lhe todos os reinos do mundo, e a glória deles.</i><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"> E disse-lhe: Tudo isto te darei se, prostrado, me adorares. </span><i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;">(<a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Evangelho_de_Mateus" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: none;" title="Evangelho de Mateus">Mt 4:8-9</a>)</i>
<br />
<i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"><br /></i><br />
<i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"><br /></i><br />
<i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"><br /></i><br />
<i style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19px;"><br /></i><br />
<br />
<div class="MsoNormal">
Meus irmãos,</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Mais importante que a vitória é a forma como se é
perseguida. Vitória em forma de decisão é engodo. Atacar a consequência de um
problema não pode iludir ninguém como missão cumprida. Mesmo se, além desse,
dois, quatro, até cinco ‘caírem’, não vai haver solução nenhuma. O revanchismo
não pode parecer mais justo que a reorganização</div>
<div class="MsoNormal">
.</div>
<div class="MsoNormal">
Outros virão, lá como cá.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
O nosso problema, o nosso inimigo, a nossa causa deve ser o
combate ao apadrinhamento. Enquanto irmãos, cônjuges, afilhados, parentes,
sobrinhos e namorados detiverem vantagem de qualquer natureza, restaremos
submersos em adubo humano.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Nosso posicionamento deve ser diário, nossos pensamentos devem
permanecer distintos, nossos corações devem bater compassados.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
As ameaças ainda são as mesmas: reprovações, não aprovações
em concursos públicos, processos judiciais de quem “tem muitos amigos do MP”.
Em verdade vos digo, meus amores, são ameaças vazias. O gesto de submissão de
vossas cabeças é incomensurável ao que vale um tanto de sangue derramado (e
antes que algum mentecapto me acuse de apologia à violência, me refiro a
Willian Henley).</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Um domador de circo que põe a cabeça na boca de um leão não
espera ser mordido. Essa esperança vem dos poucos bifes e muitos choques que
lhe dão. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Façamos um esforço, acreditemos na força construtiva da
militância, e, em muito menos tempo que imaginamos, as relações bacangais serão
merecedoras de metáforas mais ricas.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Enfim, não vos contentai com o(s) pouco(s) que vos oferecem.
Dada à covardia inerente daqueles, vão se dividir, negar-se-ão entre si,
entregar-se-ão uns aos outros, mostrar-se-ão adeptos a causa. Não vos abalai,
não vos esquecei quem são e o que são capazes de fazer com o poder. Não é
momento para vinganças, infere-se não ser o momento para perdões.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Guardo o fim do poema que citei,</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="EN-US">I am the
master of my fate<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="EN-US">I am the
captain of my soul.<o:p></o:p></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US">Até a Vitória,<o:p></o:p></span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span lang="EN-US">JLCS<o:p></o:p></span></div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-18876110837843452972012-01-17T14:58:00.000-03:002012-01-17T14:58:37.837-03:00S={x E R/ x=y=x=y=x=...}Parece bobagem, mas o sistema de Oração (reza, versos decorados, mantra, ponto, etc) pode ser mais útil do que aparenta. Sistema porque une palavras que precisam ser ditas, em momento oportuno, sem se precisar perder tempo com elas. Um artifício matemático. Não, mais: uma carta de sabedoria do seu passado ao seu futuro. Livre de falhas.<br />
<br />
<br />
Exemplifico:<br />
<br />
Um homem deve reconhecer a palavra de seu amigo, refletir sobre ela. Mas em algumas situações, quando a saia balanceante da situação lhe priva do dom do pensamento, deverá fechar os olhos e rezar.<br />
<i></i><br />
<i>és meu amigo e minha vida é tua</i><br />
<i>e são os iguais a ti que me fazem feliz</i><br />
<i>e se falas, mas não vejo, posso acreditar</i><br />
<i>que a donzela por quem suspiro é uma meretriz.</i><br />
<i> </i><br />
(Infelizmente, rezas podem estar um tanto vazias de certezas. Para tanto, vale a repetição).Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-41512944685691128542012-01-13T01:58:00.000-03:002012-01-13T01:58:06.386-03:00Poeminha dois reaisE se me desses toda a felicidade do mundo<br />
<br />
Divirira com tanta gente<br />
<br />
Que sobraria pouco pra cada.<br />
<br />
Aí eu afogava quem a gente detesta<br />
<br />
E as nossas risadas sustentariam o mundo inteiro.Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-44955129743784093602011-11-23T11:51:00.002-03:002011-11-23T11:55:12.220-03:00A Bruxa Boa Do Oeste e Os Sapatos de Rubi<div class="MsoNormal" style="text-indent: 35.4pt;">O mesmo olhar de ódio, de preservação da própria existência, que pensei ter inventado (numa tarde de pensamento),me atingiu os olhos, ainda agora, e por pouco tempo.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal"> Fui substituído, integralmente? Não acreditei que minha permanência àquele lado tenha sido como uma persona. </div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Mas a postura era a mesma, a respiração devia ser a mesma.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">O olhar era idêntico.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Senti (ou pelo menos sinto, cá em minha lembrança de ainda agora) o mesmo reconhecimento de inferioridade, aliada à desconsideração “educada” aos abusos e aos equívocos que emergiam, vez por outra, daquela que tinha seu lado ocupado pelo novo dono do olhar assassino. Olhar que tentou (e tenta ainda, noto) fazer com que os olhos bastassem, antes dos dentes e dos punhos.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Não o julgo, meu irmão. Já estive neste lugar, vesti a mesma roupa e sentimento, e digo isso com sincero orgulho, como o orgulho de um náufrago que conta sua história.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Aprenda! Resista! E perfure com seus olhos todo aquele que ameace seu conforto futuro (sempre e sempre futuro). E olha que, se me permites, já adianto que te banharás no sangue dos incautos futuros amantes, assim como tu.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Ao final, não desejo a ti nada além do que boa sorte. Vejo-te cá do outro lado, um dia. E quando te perfurarem os olhos, num futuro próximo, serás outro. Bem outro.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-64196038547539570492011-11-17T12:08:00.000-03:002011-11-17T12:08:35.915-03:00Quintana às costas<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">Desde sempre, tive vontade de escrever sobre ti. A cada dia passado, fui me perdendo nas coisas que escreveria. Achei então uma saída, enfim: Escrever para ti.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Sei que vais se esforçar para entender o que não estiver claro, e por isso vou escrever de uma vez, sem demora. Haja visto que cada segundo que paro outras enxurradas me ocupam. </div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Bem, não poderia dizer que estivemos longe um do outro, a geografia sempre nos favoreceu. Acontece que o encontro, para mim, não poderia haver de ser imaturo, pois minha candura, flor de pétala fina (e para tantos inexistente), rasgar-se-ia se te visses de maneira diferente à forma que se deu. O que se poderia pensar como um presente do universo, bem embalado e bem entregue, que serias tu, na verdade poderia ser (e me apraz pensar dessa forma) um choque, um choque entre partículas que talvez nunca se deveriam chocar, sabe-se lá o que acontece quando estas partículas se chocam...</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Explosões, múltiplas, seria a minha resposta. Das partículas que encontrei no universo, és a mais bela, mais justa e em tempo mais certo.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Nosso conhecer é o conhecer do redor. Amar a mim é amar a eles, certo? Quero que conheças alguém, acredito que aquele nunca me apresentaste. Então é por isso que falas assim, nunca conheci alguém melhor nisso do que ela. Olha, olha, escuta, lê, joga, sente, para. </div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Toma minha mão e me apresenta todos, e eu humildemente de apresento um, e mais um, e mais outro, sem nunca esquecer dos poetas que nos transportam.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Meu amor por ti é brasa, como todos os outros deste país que leva esse nome. Mas ele é melhor, porque é meu. E basta.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Somos resultado da beleza entrópica do universo. Isso é Química II.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-31694556999180559442011-10-10T00:14:00.000-03:002011-10-10T00:14:28.537-03:00Muxima<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">Vem-me pesado o sucesso do outro. Vem-me ferido o riso do outro; Vem-me definhando a sede pelo sangue de quem quer que seja. Tolices, ou a linhagem portuguesa me chama, a voz do povo do mar emerge em meu coração.</div><div class="MsoNormal"><br />
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</div><div class="MsoNormal"><span style="mso-spacerun: yes;"> </span>A voz. Um único dó da boca de Deus. A voz de uma língua que é minha mãe metafísica, advinda do sangue formador de minha mãe material, herdeira do povo que destinou minha pátria à exploração, assim como aos ascendentes do meu pai, das terras de além mar, da língua que desconheço. Até chegar a mim, um bosta que se incomoda com a alegria de quem não ama.</div><div class="MsoNormal"><br />
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</div><div class="MsoNormal">Zungo, Nkadi-o-Mpemba! Zungo!</div><div class="MsoNormal">Admito minha cobardia! Aceito-a como a preguiça de tomar banho, e a admito!</div><div class="MsoNormal">Kindala kiá kondé!</div><div class="MsoNormal"><br />
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</div><div class="MsoNormal">Parece-me mais claro, por hora, que a revolução virá do homem que não almeja ser mais do que é, mas daquele que busca descobrir a si mesmo. <span style="mso-spacerun: yes;"> </span>Não digo nenhuma novidade para fora, mas pretendo falar palavra para dentro de quem a ouve. Eu também tenho voz! A voz que é filha dos assassinos que cheiravam a fezes e viajavam sobre a madeira; e do povo que vivia sua vida de riqueza e miséria, como qualquer outro, e aprendeu e ensinou a viver como vivemos, muitos, por estas terras.</div><div class="MsoNormal"><br />
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</div><div class="MsoNormal">Mas para tudo o que eu perdi tempo escrevendo, podia ter dito muxima.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-26562610593035512382011-09-19T01:06:00.002-03:002011-09-19T09:59:19.743-03:00Para além dos lírios que plantei (Em meu jardim)<div class="MsoNormal" style="text-align: justify;">Acho que demorei tempo demais para me dar conta que eu é que sou o “para-além”. Para além de tudo o que eu vejo, sinto e choro, para além da barragem do bacanga. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div></div><div class="MsoNormal" style="text-align: justify;">Sem ironias desta vez, das poucas vezes que me vali desta. Não vim chorar minhas mágoas, que não são poucas, mas pensar junto (que é o único jeito que eu conheço) em qual seria a saída para a minha universidade. Mas peço licença para imaginar a vaga possibilidade de que o posicionamento que tomo, qual se pretende integrador e ético, seja moralmente aceitável. E sobre a ironia usada, foi a derradeira.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Meu nome, meu código de matrícula, minha rotina e meu futuro, nas mãos de N<sup>n</sup> pessoas. Se eu fiz uma brincadeira na aula? Se eu fiz uma brincadeira fora da aula? Se eu prefiro Abraham Lincoln a Fidel Castro? É esse tipo de coisa que me preocupa. Nota, nota mesmo, inventa-se.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Há pouco tempo, dentro da universidade, houve o que muitos viram como um conflito bipartite dentro do curso. ‘Contra’ mim, estava um (01) dos companheiros que mais prezo. Ao meu lado, quem poderia estar diametralmente oposto. E mesmo assim, tamanha era minha vontade, tentei fazer aquilo que nunca consegui. Tentei mudar, trazer a discussão, romper o marasmo do curso sobre a idéia de Direito e Universidade. Enfim, regar os lírios de uma esperança. Não foi desta vez.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Como já disseram à época, “pra quem reclamava de marasmo no curso de Direito, aquilo ‘tá parecendo o Oriente Médio”. O que se esqueceram de dizer: <b style="mso-bidi-font-weight: normal;">O perigo mesmo era pra quem palestinava</b>.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Assembléias, debates, filmagens, provas imaginárias e covardia foi a minha impressão em um ano inteiro de universidade. A evolução de problemas pequenos quais “eu não concordo com as cotas”, “eu sou o responsável por quem passa em minha ‘cadeira’”, “de 2007 para cá o nível das turmas têm caído consideravelmente”, levaram o curso de Direito ao que conhecemos hoje.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">A injeção de medo que nos dão, sempre que há oportunidade, terá efeito colateral. O veneno que nos empurram goela abaixo nos fará regurgitar. Não nos esperam, não nos respeitam e não nos guardam honra. Por hora.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Sou um homem que por demais pende ao messianismo, mas esse não existe nesta mesopotâmia. A mudança não virá de mim, que tolice a minha pensar isso: a mudança é a reação natural da força deles mesmos. A repulsa pelo “quem indica”, a má fama do “puxa saquismo”, a clara insatisfação pessoal e profissional quais somos vitimas diretas.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Sobre as terras bacangais não vejo outra coisa a dizer:</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Meus amores, apedrejem essas mãos vis que vos afagam, escarrem nessas bocas que vos beijam.</div><div style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div style="color: #f3f3f3; text-align: justify;"></div><div class="MsoNormal" style="color: #f3f3f3; text-align: justify;">"Em cima do medo coragem, recado da Ororubá."</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-81148033371256780762011-07-31T02:48:00.000-03:002011-07-31T02:48:39.924-03:00Historinhas [2]<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal"><span style="mso-spacerun: yes;"> </span>- Quem cria expectativa, se decepciona, disse a pequena velha sentada do outro lado da mesa.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="mso-spacerun: yes;"> </span>- Me parece que a senhora não entendeu, eu não quero ouvir ditados, quero que a senhora diga meu futuro!</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">- Pois é.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com1tag:blogger.com,1999:blog-4976317252544144305.post-74492732954263984222011-07-10T23:43:00.000-03:002011-07-10T23:43:50.476-03:00Espelho<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-8479483557048055782011-06-23T18:55:00.000-03:002011-06-23T18:55:01.008-03:00Sempre Humesmo<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">Escrever para que ninguém leia. Escrever como terapia.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Ninguém é merecedor de ouvir meus devaneios que julgo inteligíveis. Outro dia, conversando com um amigo inteligente, esbocei a idéia de que conceber o demônio (partindo do pressuposto da existência de Deus e o Demônio, claro) como o cara mau e Deus como o cara Bom não faz sentido, porque os dois seguem o mesmo regulamento, não protegem nem destroem o universo. Um premeia (nessa eu vou com Angenor) a bondade, outro pune a maldade.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">“Tá certo, mas qual o objetivo disso?”</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Uma pergunta que eu deveria ter feito. E todo o meu pensamento mostra-se no que foi desde o início: adubo.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Nem digo que minha idéia foi como veneno, e somente a partir dele é que encontraria antídotos, ou qualquer outra verdade útil assim.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">A disciplina, aquilo que desde meus primeiros dias ouvi e tive como a estupidez, o “artifício dos que não sabem ser criativos”, dos imbecis dos exércitos, dos padres “que perdem seu tempo procurando quem não existe”, ou pior, dos religiosos em modo geral que “organizam o crime de charlatanismo mais tradicional já visto”, é o que eu preciso.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">A falta de disciplina me faz escrever um aposto que separa os núcleos da minha frase em quatro linhas. A disciplina é o que eu preciso.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Será mesmo? À porra com a disciplina, não sou um soldado. E se o fosse, um soldado só não faz verão.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">É, para mim, ser soldado é uma ofensa, mormente quando não há guerra. Mas se uma houvesse, eu seria um soldado orgulhoso, que pensaria nos próximos poemas a escrever, mas morreria bem antes disso.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Bem antes.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Talvez nem reconhecessem meu cadáver, e quem quer que tivesse sido meu algoz não saberia quem fui eu.</div><div class="MsoNormal">Ou saberia, “esse bosta nunca foi ninguém”.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">“Vai ver é um daqueles porras que escrevem pra ninguém ler, escrevem como terapia.”</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Se eu for pra guerra, quero que seja por uma coisa que eu concorde. E quero estar do lado que ataca. Por conveniência, eu acho. E para estar do lado da práxis revolucionária, ou quase isso.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Se eu morresse na guerra bem antes de pensar nos próximos poemas a escrever e meu cadáver não fosse reconhecido porque eu sou um bosta que nunca foi ninguém, graças a ter sido um daqueles porras que escrevem para ninguém ler, como uma terapia, eu queria que alguém lesse isso.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Não me mataria, não morreria com orgulho, não viveria feliz, não viveria triste. Humesmo.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com1tag:blogger.com,1999:blog-4976317252544144305.post-41570798525365367712011-06-14T00:13:00.000-03:002011-06-14T00:13:03.270-03:00Leia-me<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Não é que eu tenha desistido, é que não existe mais pelo quê se lutar. </span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">No que diz respeito a ti.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Sem dramas, por favor. A tinta fresca no papel não vai agüentar suas raras lágrimas. E não digo isso pela presunção de que possas chorar simplesmente pelo que leres, mas porque me irrita a possibilidade de que, caindo o pranto, caiam também minhas palavras.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Quero, incomodado, que as leia. Uma a uma.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Injustiça seria dizer que me foste uma inútil, mas não vivo de pragmatismos. Não é intenção minha fazer de tua lembrança uma cruz, ou então uma ilusão, uma hipnose. Eu guardo aquilo que é real. E real é tudo o que acontece na minha cabeça.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Se não há correspondência com o lado de fora, paciência.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Se imaginas que caio em rodeios, engana-te. Engana-te, como sempre. Nesse exato momento tuas mãos já prenderam a carta. Elas, essas cúmplices de tua vontade, não te obedecerão mais, ao pensar em atear fogo em minha literatura sobre o castiçal de prata sobre à mesa.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">E antes que eu esqueça, a única prata desta casa imunda é o teu caráter.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Tremes. Mas és tão pequena que só tremes porque não sabes ainda o que quero dizer. Mas não é pra isso que as cartas foram feitas.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Cartas <span style="mso-spacerun: yes;"> </span>não foram feitas somente para dizer o que se quer dizer. Mas como será dito.</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Pois sim, digo:</span></div><div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-indent: 2cm;"><span style="font-family: Calibri;">Chegaste ao teu apogeu. Contemple a vista. </span></div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com1tag:blogger.com,1999:blog-4976317252544144305.post-80605898569251352162011-06-06T09:35:00.000-03:002011-06-06T09:35:57.057-03:00Pensamento (Paralelo)<div style="text-align: center;">De errada maneira</div><div style="text-align: center;">não vejo (o)</div><div style="text-align: center;">Direito</div><div style="text-align: center;"><br />
</div><div style="text-align: center;">O que é certo existe</div><div style="text-align: center;">até que se ponha</div><div style="text-align: center;">em Prática (?)</div><div style="text-align: center;"><br />
</div><div style="text-align: center;">Preciso me manter</div><div style="text-align: center;">Sujo</div><div style="text-align: center;">Para alcançar (!) o que acho</div><div style="text-align: center;">Limpo</div><div style="text-align: center;"><br />
</div><div style="text-align: center;">Limparei ( ) este mundo</div><div style="text-align: center;">Nem que me afogue</div><div style="text-align: center;">em Porcarias</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-86963109936850768822011-05-15T11:18:00.003-03:002011-05-15T19:53:53.866-03:00Historinhas [1]<a 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" /></a>Terrível é andar na Rua Grande. Pior é morrer de frio. Mas o frio não faz parte da minha realidade, então reclamemos da Rua Grande.<br />
<br />
Não.<br />
<br />
Falemos de quem anda nela. O Rendez-vous das personagens, vivendo histórias paralelas, porém, e principalmente, compondo o personagem maior do inferno que é andar na Rua Grande (eu gosto).<br />
<br />
Aprofundemos o zoom: a história é sobre uma velhinha que atravessa a rua, da João Lisboa à Rua do Passeio. Em números, estamos falando de, aproximadamente, três sorvetes de côco de distância de uma ponta a outra.<br />
<br />
A velha tem rosto bolachudo, de sorriso, corpo igualmente redondo. Move-se unicamente com as pernas, movendo o tronco para os lados, os ombros para frente e para trás e as mãos fixas, feito um porta-copos. Seus cabelos brancos e cacheados completam a imagem de seu vestido de estampas floridas.<br />
<br />
Sobe o pano. Silêncio!<br />
<br />
Dona Sônia, mulher de setecentos anos, sai de casa no propósito de renovar seus documentos.<br />
<br />
Quando era uma ameríndia, saía de casa para caçar. Quando era uma puta francesa, saía de casa para caçar. Quando era homem de Prestes, saía de casa para caçar. Hoje, é uma velha. E acha renovar documentos um saco.<br />
<br />
Atravessa a Rua Grande, com seu caminhar elegante. Há quem diga que Dona Sônia anda assim pelo coldre que carrega por baixo do vestido. Não chama atenção.<br />
<br />
Para. Compra um sorvete de côco, mas não paga e sai correndo. Coreanos se comunicam ao redor: identificaram Dona Sônia.<br />
<br />
(<i>crescendo de flautas)</i><br />
<br />
Sônia lembra do débito que está, pela morte de Gwon-Chi Von Strüdel, homem forte, filho de alemães que amavam a cultura oriental. Von Strüdel foi envenenado por Dona Sônia no Grande Almoço das Mães de Hong Kong, mas essa história não vem ao caso.<br />
<br />
<i> Cenário Recomposto: velhinha anda entre as pessoas; vendedores orientais correm por todos os lados</i><br />
<i><br />
</i><br />
Dona Sônia corre assim como anda, mas em frenético ritmo. Os orientais, que tentam acompanhar seu passo ao longo da rua, acabam ficando para trás. Aos que chegaram mais perto, dizem, perceberam o sorvete de côco na mão de Dona Sônia, e, lembrando das velhas histórias que se contava na época da academia, resolveram voltar aos seus postos, aos prantos.<br />
<br />
Acaba-se a Rua, chega-se ao Cartório: a escrivã saiu para o almoço. O Sorvete De Côco é usado.<br />
<br />
<i>Fin</i>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-74407306090920133492011-04-24T23:34:00.000-03:002011-04-24T23:34:57.144-03:00Baby Baby Babalon<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;"><b><br />
</b></div><div class="MsoNormal" style="text-indent: 35.4pt;">Esqueci. <br />
<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Lembranças de felicidade sempre têm uma contra-indicação. Mas estou recuperado do meu vício sodomense e gomorriano de olhar para trás. Ser sal é desagradável, por mais que eu seja (dizem-me desde as epigênesis da infância) o do mundo. A Bíblia não foi feita para ser entendida, diria algum dos meus professores de religião. Eu digo: se o fosse, seu nome seria O Bíblio. Mas o diria só pelo prazer real da blasfêmia.<br />
<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Ainda não lembro. Chego a me esquecer o que não consigo lembrar.<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">“Eu não pedi pra nascer, nem ninguém oficiou a existência humana”, proferia eu. E continuava: “se tem Alguém que deveria pedir perdão para os homens é Deus”. Das blasfêmias, essa é a minha preferida. Professei-a em uma das minhas últimas aulas de religião, que tinha como professor um homem de um metro e oitenta e cinco centímetros, que se acreditava como um homem de um metro e oitenta e cinco centímetros. Inaceitável. Mas essa “blasfêmia” não o é. É? Quer dizer, omissão é crime, não é? E sobre aquela coisa de “bigger man”? De que adianta ser imagem e semelhança se a Pessoa que eu tento imitar é um Meninão?<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Não adianta, não lembro o que queria escrever. Tinha tantas coisas, e se perderam.<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Ter uma religião em que se acredita cegamente é como se conhecesse os segredos do universo. Não tem essa de <i style="mso-bidi-font-style: normal;">res ligare</i>. É muito mais pra ‘<i style="mso-bidi-font-style: normal;">res desligare’.</i> Eu vi, em Aparecida, pessoas que se cotovelavam pra ver uma imagem. “Mas ela é santa!”. Que seja! Pessoas deveriam respeitar as outras pessoas, no mínimo. Mas estão muito ocupadas sendo imagem e semelhança de um babaca que não dá as caras. Mil perdões, leia-se “Babaca”.<br />
<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;"><div class="separator" style="clear: both; text-align: center;"></div>Lembranças de felicidade sempre têm uma contra-indicação. Nem sei. Prefiro ter poucas certezas que uma biblioteca de certezas em um livro só. Certeza de que <u>eu existo</u>; certeza de que <u>existem lados múltiplos em situações</u>; certeza de que <u>estes lados podem ser divididos em certo e errado</u>; certeza que a palavra “maniqueísmo” foi criada por <u>quem precisava que ela existisse</u>. Não sei se existem pessoas boas e pessoas ruins. Mas eu conheço pessoas boas, e reconheço pessoas ruins.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
Se Deus existe? Não sei, não queria entrar nesse (de)mérito. Na verdade, eu queria escrever sobre outra coisa. Mas não lembro.<br />
<br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">Minha resposta é sim, Deus existe. Chocados? Deus existe, mas não porque apareceu para mim em sonho, ou falou comigo por um poço tapado. Existe porque o universo é imenso e velho, alguma coisa como Deus existe. Mas gosto de pensar, no meu íntimo, em uma coisa maior que está presente no mundo. Leia-se<b> </b>bem, uma coisa maior, não Deus.<b><o:p></o:p></b></div><div class="MsoNormal" style="text-indent: 35.4pt;">Alma, espírito, Orixá? É, tudo isso.</div><div class="MsoNormal" style="text-indent: 35.4pt;">Afinal, de que adianta me ver como um bicho? Faz do meu cotidiano meu nicho. Não que não seja, mas se eu tenho a possibilidade de ver tudo de uma outra forma, assim o farei. Teatro, música, poesia, prosa, a tentativa de lembrar de versos que não lembrarei, tudo isso faz parte de mim.</div><div class="MsoNormal" style="text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;">E eu sou composto de partes. Não três, como os Tolos, mas sete vezes setenta.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-75843852298035244592011-04-12T10:58:00.000-03:002011-04-12T10:58:44.928-03:00Sonho Rápido.<div class="MsoNormal" style="text-indent: 42.55pt;">Acordo. Estou banheiro do Santa Teresa. </div><div class="MsoNormal" style="text-indent: 2.0cm;">É um sonho, penso. Afinal, encerrei meus estudos de ensino médio em 2008 (não faz tanto tempo, mas, pra quem só viveu vinte, três anos é muita coisa). Resolvo aproveitar do sonho, ver o que meu inconsciente guardou para mim. </div><div class="MsoNormal" style="text-indent: 2.0cm;">Olho-me no espelho: sou o mesmo magrinho cabeludo de antes. Minhas costas curvadas, meu rosto oleoso, minhas unhas mal cortadas, minha farda mal-cheirosa. Sou eu, EU, como eu mais tive orgulho de ser-me!</div><div class="MsoNormal" style="text-indent: 2.0cm;">Vou até minha sala, encontro todas as pessoas de antes: quem já morreu, quem já<span style="mso-spacerun: yes;"> </span>engravidou-se, quem já tem emprego de carteira assinada, quem seguiu a vida, enfim. Mas uma pessoa se levanta: Ludmilla!</div><div class="MsoNormal" style="text-indent: 2.0cm;"><span style="mso-spacerun: yes;"> </span>Sempre a vi como uma espécie de entidade, de forma que toda e qualquer lembrança que eu tenha dela alcanço seu rosto em nível maior ao meu.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Um anjo com asas de demônio, que as põe à mostra.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Alguns sonhos fazem mais do que entreter uma noite de sono. Não estou pronto para falar deles, mas deste exatamente. Este sonho é um daqueles sonhos inimigos, que tentam a todo custo vencer a realidade, mesmo que tenha de morder-lhe as pernas.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Neste, que mesmo mostrando-se sonho confunde não minha mente (que revelou a ilusão) mas meus instintos, busco a cadeira que estaria sentado, antes de encontrar-me sonhando.</div><div class="MsoNormal" style="text-indent: 2.0cm;"><br />
</div><div class="MsoNormal" style="text-indent: 2.0cm;"><span style="mso-spacerun: yes;"> </span>Sonhar é acordar no sonho. Acordei no banheiro. </div><div class="MsoNormal" style="text-indent: 2.0cm;"><br />
</div><div class="MsoNormal" style="text-indent: 2.0cm;">- Não és tu não, és? Perguntou Ludmilla, como quem pairasse por sobre minha cabeça.</div><div class="MsoNormal" style="text-indent: 2.0cm;"><br />
</div><div class="MsoNormal" style="text-indent: 2.0cm;"><span style="mso-spacerun: yes;"> </span>- Como assim não sou eu, eu sou eu! Respondi, procurando no tato a certeza de minha resposta.</div><div class="MsoNormal" style="text-indent: 2.0cm;">- Não. Que é tu és tu, mas és tu mais velho. Tu estás mais calmo, sem pressa.</div><div class="MsoNormal" style="text-indent: 2.0cm;"><br />
</div><div class="MsoNormal" style="text-indent: 2.0cm;">Eu lembrei como meu coração batia rápido na época da minha adolescência. Parecia que meu peito ia explodir em qualquer momento. Ele não batia mais assim, não agora, mesmo nesse corpo ossulento de sonho.<span style="mso-spacerun: yes;"> </span>Essa mulher, que assim era quando éramos meninos, voa com suas asas de inferno e vê que o sangue me corre mais devagar, de fato.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Penso. Pensar sobre o sonho é começar a acordar.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Acaba-se simplesmente como começou: em tons de azul. Tais tons, uma cortina. Mas uma cortina que eu não sei bem quando abriu, e nem me dou conta de que já fechou.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Acordo. Meu coração tem uma triste saudade (e minhas costas doem feito a puta que pariu, preciso mandar consertar essa cama).</div><div class="MsoNormal"><br />
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</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0tag:blogger.com,1999:blog-4976317252544144305.post-79108475674843069932011-04-10T13:51:00.000-03:002011-04-10T13:51:38.197-03:00Bodas de Prata<div class="MsoNormal" style="text-indent: 2.0cm;">Quando me vi no mundo, me vi filho de meus pais. A presença deles me salvava da agonia de pensar o que significa estar vivo. Agonia esta que, naquela época, se assemelhava bastante a passar a tarde na natação ou fazer contas de dividir bem na hora do “Johnny Bravo”. Bem, era um menino bem agoniado. E agora, cresci.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Meus pais não mais me obrigam a nadar de um lado pra outro a tarde inteira. Não mais me obrigam a fazer contas que solucionam problemas inventados, não mais me proíbem de assistir a combinação de cores e vozes na televisão, com música ao fundo. Torna-se claro, hoje que minha maior agonia sempre foi a mesma: o que, de fato, significa estar vivo.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Sinto isso como uma espécie de sensibilidade de poeta. A diferença é que essa tal sensibilidade se alojou em um homem comum. Porém me engano. Não foi uma força maior que nos guia que me tornou assim. Não foi uma brisa vinda de outra galáxia. Porém as perguntas de meu pai e as verdades de minha mãe. Não vejo à toa o termo “criação”. Meus pais são os verdadeiros poetas.</div><div class="MsoNormal" style="text-indent: 2.0cm;">É isso o que eu vejo neles. Mas foram eles que me ensinaram a ver. O hábito de olhar os meus braços, deitado no banco de trás do gol verde, e pensar o que é existir, é o que mais me lembra, hoje, que tanto o que eu sou quanto o que penso ser é obra plena de meus pais. Não há mérito para mim, porque este não é meu.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Cresci, e só consegui fazê-lo por imitar aquilo que meu irmão fazia, porque dava certo. Meus momentos de autonomia são os meus maiores erros.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Amo meu pai, amo minha mãe, amo meus irmãos, tanto o feio quanto a bonita. Mas reconheço-me, e com orgulho, como satélite da grande massa que são meus pais. </div><div class="MsoNormal" style="text-indent: 2.0cm;">Boa noite e muito obrigado.</div><div class="MsoNormal"><br />
</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com1tag:blogger.com,1999:blog-4976317252544144305.post-12927386537531988672011-04-07T00:24:00.003-03:002011-04-07T00:35:47.629-03:00ADAN<div class="MsoNormal" style="text-indent: 2.0cm;">Fui chamado de “nada”. Não de forma pejorativa, mas constatativa. Ou talvez também pejorativa, mas não vem ao caso. Ao caso de que eu não sou nada, de fato.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Não um “nada” como Álvaro, que na pessoa de Fernando se reconhecia, muito menos o “nada” que figurava como TODO o esplendoroso pensamento de Sócrates. Nada, simplesmente.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Mas não me console com o olhar por tão pouco, leitor amigo, minha mágoa atravessa a injúria. Ora vejam, se para figuras (que, antes de figuras serem, seres foram) como às citadas o “nada” era o que tinham claro como coisa, para mim o “nada” me machuca.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Se “nada” pode me machucar, imagine “alguma coisa”.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Ao mesmo tempo, uma mania de grandeza sobe minhas veias e desce minhas artérias, me dando a certeza de que tudo aquilo que planejo dar-se-á como existente. Sinto, de minha parte, uma necessidade do mundo de me ter como ser de meu tempo, pois sem minha ilustre presença meu tempo não seria o que deve ser. Percebo, na dança dos ventos e das coisas que não dançam, uma conspiração para meu sucesso. Vejo, nas pessoas e eventos que me atrapalham, obstáculos que servem unicamente para fortalecer-me, ensinar-me, fazer de mim mais digno de meu nobre destino.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Ao mesmo tempo, discuto a favor da inexistência de deus, sempre que posso. E carrego, em minhas respostas, aquela que responde o “por que as coisas [da natureza] podem ser tão perfeitamente coordenadas se não foram feitas por um criador?”. A resposta é que se assim não o fosse, não existiria nada. Sendo a coordenação aquilo que sustenta a existência, e observando-a a ponto de podermos constatar: existe, então não há dúvida de que existe a tal “organização perfeita”, resguardada pela intransitividade do verbo <i style="mso-bidi-font-style: normal;">existir.</i></div><div class="MsoNormal" style="text-indent: 2.0cm;">Eu, um “nada”, detentor das respostas do universo. Eu, um “nada”, centro da existência de meu período. <i style="mso-bidi-font-style: normal;">Para mim eu sou o universo, porque sou eu que me sinto</i>. E por que me dói ser “nada”, quando para Sócrates o “nada” era não só o que bastava, mas era o que lhe sustentava?</div><div class="MsoNormal" style="text-indent: 2.0cm;">Vamos então (na ilusão de que referir-me a mim mesmo no plural faz do meu objetivo algo mais inteligente) ver-me como o “nada” que sou. <b style="mso-bidi-font-weight: normal;">Mas, se não me falha a imaginação, não consigo me desligar da idéia de que, de fato, eu sou alguma coisa</b>.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Sempre me vi como um dos gênios das mansardas dos quais a história não guardará nem o estrume. Com a diferença de eu não ser gênio, ainda que more nela. Quanto ao estrume, penso depois.</div><div class="MsoNormal" style="text-indent: 2.0cm;">Na conclusão, quero dizer que não sou nada. O que me faz entender Tabacaria, enfim. EU <u>NUNCA</u> SEREI NADA. Malditos intérpretes e suas leituras de tônicas erradas! EU <u>NÃO POSSO</u> QUERER SER NADA! Escrever, escrever e escrever. É pouco para provar, para todos, para mim e para ninguém, que eu também sou sublime.</div>Coimbra Sousahttp://www.blogger.com/profile/15079634127085975506noreply@blogger.com0