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)
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Florianópolis, v. 8, n. 1, e4731, p. 1 - 18 , Fev. – Mai. 2024
Cento e doze linhas: sobre desenho e processo
retorna, assume outros ritmos. Às vezes o papel apresenta marcas do processo:
um risco do esboço inicial que fica, uma linha apagada que se torna uma linha
marcada, quase tridimensional no papel, um traço “errado” que é absorvido pelo
resto e se torna parte fundamental do desenho.
Então me pergunto como escrever sobre desenho. Ou como desenhar
a escrita? Como escrever sobre processo em processo? Aliás, o que é estar em
processo, de uma obra aberta, de um pensamento por imagem do desenho?
Em um texto intitulado Some Kinds of Duration: the Temporality of
Drawing as Process Art (1999)
, Pamela Lee retoma uma citação icônica de
Richard Serra em que o artista afirma que “there is no way to make a drawing -
there is only drawing”
, e inicia uma reflexão afirmando que pensar o desenho
como o processo é quase tautológico, uma vez que ambos são questões
intrínsecas e combinadas. Falar de desenho é falar de processo. A autora insiste
que existe na afirmação de Serra um desejo de superar dicotomias tradicionais
relativas aos meios e fins, uma vez que meios e fins estão inseparavelmente
entrelaçados, o que fica evidente na duração do fazer. Assim, Lee conclui que o
Catálogo da exposição Afterimage: Drawing Through Process, organizado por Cornelia H. Butler, que
aconteceu entre 11 de abril e 22 de agosto de 1999 no The Museum of Contemporary Art de Los Angeles
e que contou com mais de 160 obras em desenho, da produção de diferentes artistas entre 1966 e 1974.
Não existe uma maneira de fazer um desenho, existe apenas o desenho/existe apenas desenhando
(tradução minha). Na língua inglesa a palavra desenho é a mesma que o verbo no gerúndio “desenhando”,
trata-se de um jogo de palavras com o substantivo e o verbo, o objeto e ação.