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)
[pp. 45-65 / ISSN 2422-5932 / Revistas especializadas] 62
letrada que exhibe) se ponen de manifiesto, en el contexto del gran estallido
neobarroco de fin de siglo en los estudios latinoamericanos, los efectos y las
implicancias de descartar el Barroco como variable válida para concebir otra
modernidad latinoamericana: juvenil, nietzscheana, antimimética, etc.
En la necesidad de esa crítica a Rama, el Barroco señala, una vez
más, el rol diferencial de América como espacio de pensamiento. Por ello, la
relación de España y América a través del Barroco a lo largo de la segunda
mitad del siglo XX no es sino una lenta (demorada, siempre inminente)
escucha y asunción de las implicancias de la gran consigna americana:
barroco, “arte de la contraconquista” (LEZAMA LIMA, 1957: 80). Si la consigna
no siempre pudo ser plenamente escuchada, o si su escucha nunca termina
de suceder, es, entre otras razones, porque no sólo hace del Barroco un
“origen” de la expresión americana que arruina la relación con España, sino
también porque hace de América el auténtico destino del Barroco, incluso del
gongorino. En efecto, “nuestro barroco es un puro recomenzar”. Es decir, “es
en América” donde, según Lezama, se registra la auténtica potencia (tensión,
plutonismo) del Barroco. La razón, en última instancia, es que, a diferencia de
lo que ocurre en España, aquí la política (la geopolítica) no puede desligarse
de la ética (“un vivir completo”), creación del señor barroco americano.
Esa fuerza explica que el Neobarroco haya sido una vocación que
conoció en América Latina sus despliegues más significativos y obliga a
integrar el franquismo a la historia del sequestro del Barroco (al menos de
ese otro Barroco que el siglo XX había inventado): una fuerza de depuración
que durante la Segunda Guerra mundial será total en Europa (bombardeos
aliados, neoclasicismo nazi-fascista). Lo borrado, en el caso español, es una
tradición que con Federico García Lorca, Gerardo Diego y Dámaso Dámaso
había alcanzado (como rescate de un secuestro que llevaba siglos) su
máxima fuerza (una fuerza que Lezama, precisamente, retoma), entre otras
cosas a partir de la contaminación de lo español (en el caso de la variable
“Rama, como sabemos, también aludirá al Atlántico como área de fusión / difusión
transregional pero, como no comparte con Glauber la idea de que los elementos de la ficción
modernizadora sean puras fuerzas de confrontación que, por obedecer a una lógica circular,
representen todas las posiciones posibles en el interior del sistema de la violencia, habrá
siempre en sus juicios, a pesar de la plasticidad cultural reivindicada, el contrapeso de la
mediación racional de la ‘ciudad letrada’, que verticaliza las opciones, haciéndolas
homogéneas y disciplinadoras” (ANTELO, 2008: 214).