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)
ISSN 2011-799X
Artículo recibido: 08/02/2023
Artículo aceptado: 16/05/2023
doi: 10.17533/udea.mut.v16n2a06“Unos franceses”: reescrituras de lo foráneo
en la traducción franquista de Dix heures
et demie du soir en été, de Marguerite Duras1
Miguel Ángel Guerra Blázquez
miguel.guerra@ugent.be
https://orcid.org/0000-0002-4771-4903
Universiteit Gent, Bélgica
Resumen
La traducción de Dix heures et demie du soir en été de Marguerite Duras (1960), novela en la que un
grupo de turistas franceses pasa una noche de tormenta en un pueblo español, tardó ocho años en ser
publicada en España debido en gran parte a los obstáculos del aparato censor del Ministerio de Infor-
mación y Turismo. Partiendo de este hecho, nos preguntamos en qué medida la ambigüedad narrati-
va que caracteriza a esta novela convirtió esta obra en un objeto de interpretación problemático en la
España franquista. Adoptando un enfoque de estudio de caso, analizamos esta cuestión en tres nive-
les: la evolución del discurso censor, mediante el estudio de los informes de censura archivados sobre
la obra; la posible manipulación en el proceso de traducción, por medio del análisis comparado de
fragmentos relevantes de la traducción publicada en 1968; y la recepción de esta traducción, a través
del análisis de reseñas contemporáneas y su relación con el contexto literario de finales de los años
sesenta. Argumentamos que la ambigüedad narrativa del original fue reinterpretada a lo largo de la
década en relación con el nuevo discurso franquista de promoción del turismo como legitimación.
Este estudio de caso contribuye al área de la historia de la traducción, mostrando cómo la evolución
de la textualidad nacional franquista reguló la traducción bajo este periodo.
Palabras clave: censura, Dix heures et demie du soir en été (novela), Marguerite Duras, franquismo, his-
toria de la traducción, recepción literaria, traducción literaria
1 Este artículo se enmarca en el proyecto “Totalitarian Translation” (bof.stg.2019.0097.01-Project Number
01N16719), financiado por el Fondo de Investigación Especial de la Universidad de Gante (bof-Universiteit Gent),
Bélgica. La investigación fue realizada en este marco como parte del proyecto doctoral “The translation and recep-
tion of the ‘Nouveau Roman’ in Francoist Spain. Censorship and position in the literary field” (2020-2024). Este
proyecto doctoral también ha recibido una ayuda específica de la Casa de Velázquez-Écoles françaises à l’étranger
(Madrid, España) en 2022.
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)
Miguel Ángel Guerra Blázquez358Traducción (auto)censurada en los mundos hispánicos
“Some French People”: Rewritings of the Foreign in the Francoist Translation
of Marguerite Duras’ Dix heures et demie du soir en été
Abstract
The translation of Marguerite Duras’ Dix heures et demie du soir en été (1960) — a novel where a group
of French tourists spend a stormy night in a Spanish village — took eight years to be published in
Spain, mainly because of the obstacles from the Ministry of Information and Tourism’s censorial
apparatus. Drawing on that fact, we wonder to what extent narrative ambiguity, a trait of this nov-
el, turned this work into a problematic object of interpretation in Spain under the Franco regime.
Through a case study approach, this issue is examined on three levels: an evolving censorial discourse,
analyzed by studying the censorship reports on this work found in archives; potential manipulation
during the translation process, looked at through a comparative analysis of relevant excerpts of the
translated version published in 1968; and the reception of said translation, through an examination
of contemporary reviews and their relation to the literary context of the late sixties. We argue that
narrative ambiguity in the original text was reinterpreted throughout the decade in relation to the new
Francoist discourse of tourism promotion as legitimation. This case study contributes to the history
of translation, by showing how the evolution of Francoist national textuality regulated translation
activity during this period.
Keywords: censorship, Dix heures et demie du soir en été (novel), Marguerite Duras, Francoism, history
of translation, literary reception, literary translation
« Quelques Français » : réécritures de l’étranger dans la traduction franquiste
de Dix heures et demie du soir en été de Marguerite Duras
Résumé
La traduction de Dix heures et demie du soir en été de Marguerite Duras (1960), un roman dans lequel
un groupe de touristes français passe une nuit orageuse dans un village espagnol, a mis huit ans à être
publiée en Espagne, principalement à cause des obstacles de l’appareil de censure du ministère de
l’information et du tourisme. Partant de ce constat, nous nous demandons dans quelle mesure l’am-
biguïté narrative qui caractérise ce roman a fait de cet œuvre un objet d’interprétation problématique
dans l’Espagne franquiste. En adoptant une approche d’étude de cas, nous analysons cette question
à trois niveaux : l’évolution du discours de censure, à travers l’étude des rapports de censure archivés
sur l’œuvre ; la manipulation possible dans le processus de traduction, à travers l’analyse comparative
de certains fragments pertinents de la traduction publiée en 1968 ; et la réception de cette traduction, à
travers l’analyse des critiques contemporaines et de leur relation avec le contexte littéraire de la fin des
années 1960. Nous soutenons que l’ambiguïté narrative de l’original a été réinterprétée tout au long
de la décennie en relation avec le nouveau discours franquiste de promotion du tourisme en tant que
légitimation. Cette étude de cas contribue à l’histoire de la traduction en montrant comment l’évolu-
tion de la textualité nationale franquiste a régulé la traduction au cours de cette période.
Mots clef : censure, Dix heures et demie du soir en été (roman), Marguerite Duras, franquisme, histoire
de la traduction, réception littéraire, traduction littéraire
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras359Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
En los años cuarenta y cincuenta, los turistas
infundían respeto, un respeto mitológico. En los años
sesenta, los turistas son seres instrumentalizados […]
Un turista es un factor de equilibrio nacional
Vázquez Montalbán (1969, p. 39)
1. Introducción
La traducción de Dix heures et demie du soir en été
de Marguerite Duras (1960a) en la España fran-
quista constituye un estudio de caso relevante
para el análisis de la censura gubernamental de
literatura, pues su publicación, que había sido
prevista por Seix Barral para 1960, se retrasó
ocho años (Duras, 1968), debido a obstáculos
censorios que podemos rastrear a lo largo de va-
rios y contradictorios informes de censura. De
igual modo, al representar esta novela la histo-
ria de un grupo de turistas franceses en España,
los cambios en la interpretación de la obra por
los censores franquistas, así como por la críti-
ca, ofrecen un ejemplo de cómo una novela, en
principio rechazada, fue progresivamente leída,
y por ello autorizada, en el marco discursivo del
boom turístico de los años sesenta en España. Al
igual que acogía e instrumentalizaba a las ma-
sas turistas europeas con fines legitimadores, el
nuevo discurso franquista del desarrollismo inte-
graba esta novela como una historia de turistas.
Esta traducción y su proceso de censura nos
permiten ver de este modo la evolución de ese
cultural unsaid al que apunta toda traducción,
especialmente en el régimen franquista (Van-
daele, 2010, p. 89). En efecto, si entendemos,
como Billiani —a partir de Foucault—, que la
censura no solo es represiva, sino que es tam-
bién una práctica discursiva por parte de una
autoridad cultural con el fin de organizar pa-
trones de lectura (2007, p. 15), el problema que
se plantea es la integración/exclusión de Dix
heures en la “textualidad nacional” franquista,
es decir, como parte de una nación entendida
en cuanto formación discursiva (Billiani, 2007,
p. 15, nota 6). Tomando la problemática que
Billiani aplica al periodo fascista italiano, la
traducción de Dix heures, al abrir una negocia-
ción con lo foráneo, nos permite analizar el
tipo de textualidad que debía ser o no ser cen-
surada para preservar el orden estético e ideo-
lógico del régimen franquista.
En este sentido, consideramos las prácticas dis-
cursivas de la censura con respecto a la traduc-
ción como “reescrituras”, según la definición ya
famosa de Bassnett y Lefevere de “reescritura”
como manipulación al servicio del poder (1992,
p. vii). La integración de Dix heures en la cultu-
ra franquista, como parte de su orden estético
e ideológico, vendría así a mostrar cómo tal or-
den evolucionó históricamente —el cultural un-
said de 1960 no era el mismo que el de 1968—,
pero también cómo una traducción que podía
constituir un repertorio renovador y disruptivo
para tal orden a principios de los años sesenta,
ya no lo era tanto a finales de 1968.
Es esta una novela, además, que representa la
relación entre una turista (la protagonista) y
un criminal local de manera deliberadamente
ambigua. Como veremos, la perspectiva sub-
jetiva de la novela original hace dudar de la
realidad de lo narrado, ya sea en una escena de
infidelidad amorosa como en la breve fuga de la
protagonista con el criminal local. ¿Cómo in-
terpretar el sentido de una narración que busca
crear, justamente, un sentido inestable, donde
los personajes y sus acciones, en un juego con-
tinuo de espejos, son más bien los significan-
tes del deseo de la protagonista? Esta pregunta
resulta relevante en el contexto franquista, si se
tiene en cuenta que la relación entre la turista ex-
tranjera y el hombre local había sido codificada
como parte esencial de la “mitología” mediáti-
ca del turismo en la España de los años sesenta
(Vázquez Montalbán, 1969, p. 39).
Nos preguntamos, de este modo, en qué me-
dida los diferentes agentes de este proceso de
“reescritura” —censores, editores, traductora,
críticos— interpretaron y manipularon la ambi-
güedad narrativa de Dix heures en relación con
los modelos ideológicos y estéticos dominantes
en la España de la época. Buscamos demostrar
que la ambigüedad de la obra, especialmente
en cuanto a la relación turista/local, hizo de
![](data:image/png;base64,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)
Miguel Ángel Guerra Blázquez360Traducción (auto)censurada en los mundos hispánicos
esta novela un objeto de interpretación particu-
larmente maleable. Esto permitió que las lectu-
ras de la obra cambiaran a lo largo de la década,
en paralelo a las transformaciones sociales y
culturales del llamado “desarrollismo”.
Nuestro estudio se basa en tres niveles de análi-
sis: en primer lugar, el estudio crítico de informes
de censura gubernamental, cuyo discurso anali-
zamos en relación con el imaginario franquista
contemporáneo sobre lo foráneo y el fenómeno
del turismo; en segundo lugar, el análisis com-
parativo de la traducción de Caridad Martínez
publicada en 1968, con un close reading de cier-
tos fragmentos donde la intervención censoria
podría haber influido; y en tercer lugar, un es-
tudio del contexto de publicación y recepción,
mediante el análisis tanto de reseñas contem-
poráneas en prensa como de textos redacta-
dos por la editorial.
Este análisis en tres niveles es empleado en cada
una de las partes de nuestro estudio de caso,
en el que procedemos cronológicamente: par-
timos de la identificación de los problemas
interpretativos que podía plantear la obra ori-
ginal en el contexto franquista de 1960 para, a
continuación, analizar en detalle las distintas
fases de su largo proceso de censura (de 1960
a 1968) al hilo de la evolución cultural del ré-
gimen franquista; en último término, estudia-
mos las razones de la limitada recepción de la
traducción publicada en 1968, refiriéndonos
tanto al proyecto editorial de Biblioteca Breve
como a las nuevas concepciones novelísticas
de finales de los años sesenta.
Al aplicar este triple análisis a nuestro estudio
de la “reescritura” de Dix heures en la España
franquista, buscamos relacionar el discurso
particular, presente en documentos archivados
o publicados, con los discursos generales domi-
nantes e históricamente situados. Esta meto-
dología nos permite así conocer mejor no solo
el proceso de censura y traducción de Dix heu-
res, sino también, a través del análisis de este
proceso particular, la evolución histórica de la
cultura franquista.
1. Una narrativa incierta
Estudiamos, en primer lugar, las característi-
cas de la narración de Dix heures con el fin de
comprender los problemas de interpretación
que podía plantear, en particular en el contex-
to franquista de 1960. La comparación con las
dos obras inmediatamente anteriores de Mar-
guerite Duras, Moderato cantabile (1958) e Hiros-
hima mon amour (1960b), nos permite perfilar
mejor lo distintivo del dispositivo narrativo de
Dix heures.
1.1. La narrativa de amor especular:
continuidades de Dix heures
El relato de Dix heures comienza refiriendo un
relato anterior: se ha cometido un crimen en un
pueblo español. Rodrigo Paestra ha matado a su
mujer y al amante de esta, se ha dado a la fuga
y la policía lo busca. Este relato es el tema de la
conversación con la que se inicia la novela: Ma-
ria2 comenta el suceso con un desconocido en el
bar del pueblo, mientras bebe un vaso tras otro
de manzanilla. Su hija Judith, una niña peque-
ña, juega fuera del bar. La conversación deriva
en un ambiguo y breve flirteo, tras el cual Maria
se va del bar, recoge a su hija y juntas vuelven
al hotel donde se alojan. Allí las esperan, para
cenar, Pierre, el marido de Maria, y Claire, una
amiga de la pareja que viaja con ellos.
Este íncipit in medias res revela progresivamen-
te el relato principal de la novela: una pareja
francesa (Maria y Pierre), su hija pequeña (Ju-
dith) y una amiga de la pareja (Claire) viajan
por España con destino Madrid cuando estalla
una tormenta. El mal tiempo obliga al grupo
a pasar la noche en un pueblo rodeado de
policías, que están a la búsqueda de Rodrigo
Paestra, el criminal fugitivo. En esta pausa de
2 Al referirnos a este personaje, escribimos “Ma-
ria”, sin tilde, siguiendo la grafía utilizada en el
texto original en francés (Duras, 1960a). Cuando
nos referimos específicamente al texto de la tra-
ducción (Duras, 1968), seguimos la grafía utiliza-
da en este otro texto (“María”).
![](data:image/png;base64,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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras361Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
una noche en el pueblo asistimos, a través de la
mirada de Maria, a la posible (tal vez supues-
ta) infidelidad de Pierre con la amiga Claire,
y a la ayuda (tal vez soñada por Maria) que
ofrece Maria al criminal Paestra para fugarse,
si bien este acaba quitándose la vida. A la ma-
ñana siguiente, pasada la tormenta, el grupo de
viajeros retoma su camino, parece olvidar lo
ocurrido en el pueblo y llega por fin a Madrid.
El entrecruzarse, en un juego de espejos, de la
progresión del viaje turístico con la fuga de Rodri-
go Paestra ha hecho que Dix heures se haya pres-
tado favorablemente a análisis narratológicos de
carácter estructural. Este tipo de análisis ha iden-
tificado dos “historias” en la narración: la historia
de Maria, Pierre, Judith y Claire, y la historia de
Rodrigo Paestra (Lintvelt, 1978). De igual modo,
el análisis actancial ha identificado dos grupos
simétricos de personajes (el grupo de viajeros /
Paestra, su esposa y el amante), así como la exclu-
sión de Maria y Paestra de estos grupos (Maria /
Claire-Pierre : Paestra / esposa-amante) (Lintvelt,
1978; Lysøe, 2007), lo que refuerza el vínculo en-
tre Maria y el criminal fugitivo.
Esta estructura actancial, sin embargo, no deja
de recordar, como también ha apuntado la crí-
tica (Blot-Labarrère, 1999, p. 48; Lintvelt, 1978,
p. 50; Lysøe, 2007, pp. 42-43), a la de Modera-
to cantabile (1958) y, podríamos añadir, a la de
Hiroshima, mon amour (1960b). En las tres, una
protagonista femenina, en ambigua relación o
conversación con un personaje masculino, se
ve afectada por una historia de amor y muerte
anterior al momento de la narración. De igual
modo, las tres novelas han sido consideradas
por Blot-Labarrère como parte de una misma
progresión temática en torno al tema de la pasión
(2011, p. 1589). Así pues, tanto a nivel estructural
como temático, esta novela de Duras se sitúa en
una continuidad con las dos precedentes.
1.2. La narración como visión subjetiva
Sin embargo, como Marguerite Duras apuntó
en una entrevista contemporánea, existe un li-
gero cambio en esta novela con respecto a las
dos anteriores. Duras afirmó que Dix heures no
era ya una novela silenciosa, como Moderato,
pues esta vez se había atrevido a escribir los hu-
mores de la gente, que eran solo supuestos hasta
entonces (Chapsal, 1963, p. 57). Existe así, en
Dix heures, una mayor subjetividad.
Tal subjetividad es dada por el rol central, tal
y como demuestra Lintvelt (1978, p. 40), del
personaje de Maria en la orientación del relato.
Las dos historias de Dix heures están narradas
en tercera persona, pero una tercera persona
que adopta la perspectiva de Maria sobre lo
narrado: vemos desarrollarse la acción a través
de su mirada, sus suposiciones, su imaginación.
La perspectiva narrativa es, como la denomi-
na Lintvelt, una “perspectiva fantasmática”
(1978, p. 46; la traducción es mía). Esta pers-
pectiva hace dudar de la realidad de lo que Ma-
ria ve, como si lo narrado, más que real, pudiera
ser más bien lo imaginado por Maria, incluido
el mismo romance de Pierre y Claire.
Junto a esta narración subjetiva de las dos “his-
torias”, ocupa gran parte de la narración la des-
cripción de las diferentes fases de la tormenta.
Como apuntó la autora en la entrevista citada,
esta es “una novela climática” (Chapsal, 1963,
p. 57; la traducción es mía). Blot-Labarrère in-
dica el doble sentido en francés de atmosphère y
climat, tanto meteorológico como moral, subra-
yando cómo la tormenta refleja el deseo fluc-
tuante de la protagonista (1999, p. 47). Las dos
“historias” de Dix heures se ven así reflejadas
una en la otra, y las dos, a su vez, en la narrati-
va de la tormenta. Maria ve la tormenta pasar,
como ve pasar el romance de Pierre y Claire, y
la fuga de Paestra, y espera a que la tormenta
estalle y termine, como espera también que las
dos otras historias se resuelvan.
Esta espera constante de la protagonista la pone
en una situación ambigua, sin salida clara.
Una posición incierta que, para Duras, cons-
tituía el nudo de la novela y que correspondía
al tipo de situaciones que en aquel momento le
interesaba plasmar en sus libros (Chapsal, 1963,
p. 58). En efecto, tales situaciones ambiguas las
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jC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQyycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQhcsRjQABAgQIENgQMMg2enYlAQIECBAgEBYwyMLliEaAAAECBAhsCBhkGz27kgABAgQIEAgLGGThckQjQIAAAQIENgQMso2eXUmAAAECBAiEBQztuDrOAAAMuklEQVSycDmiESBAgAABAhsCBtlGz64kQIAAAQIEwgIGWbgc0QgQIECAAIENAYNso2dXEiBAgAABAmEBgyxcjmgECBAgQIDAhoBBttGzKwkQIECAAIGwgEEWLkc0AgQIECBAYEPAINvo2ZUECBAgQIBAWMAgC5cjGgECBAgQILAhYJBt9OxKAgQIECBAICxgkIXLEY0AAQIECBDYEDDINnp2JQECBAgQIBAWMMjC5YhGgAABAgQIbAgYZBs9u5IAAQIECBAICxhk4XJEI0CAAAECBDYEDLKNnl1JgAABAgQIhAUMsnA5ohEgQIAAAQIbAgbZRs+uJECAAAECBMICBlm4HNEIECBAgACBDQGDbKNnVxIgQIAAAQJhAYMsXI5oBAgQIECAwIaAQbbRsysJECBAgACBsIBBFi5HNAIECBAgQGBDwCDb6NmVBAgQIECAQFjAIAuXIxoBAgQIECCwIWCQbfTsSgIECBAgQCAsYJCFyxGNAAECBAgQ2BAwyDZ6diUBAgQIECAQFjDIwuWIRoAAAQIECGwIGGQbPbuSAAECBAgQCAsYZOFyRCNAgAABAgQ2BAyyjZ5dSYAAAQIECIQFDLJwOaIRIECAAAECGwIG2UbPriRAgAABAgTCAgZZuBzRCBAgQIAAgQ0Bg2yjZ1cSIECAAAECYQGDLFyOaAQIECBAgMCGgEG20bMrCRAgQIAAgbCAQRYuRzQCBAgQIEBgQ8Ag2+jZlQQIECBAgEBYwCALlyMaAQIECBAgsCFgkG307EoCBAgQIEAgLGCQ/YByfvnllx/w1s945a+//voZh7iCAAECBAhcFDDILmL+/6u+f//+V9/69fX1u7747du33/T/v/e9v+mlP+Cffv755x/wVq8kQIAAAQLvFjDI3t2f9AQIECBAgMAHCBhkH1CiEwgQIECAAIF3Cxhk7+5PegIECBAgQOADBAyyDyjRCQQIECBAgMC7BQyyd/cnPQECBAgQIPABAgbZB5ToBAIECBAgQODdAgbZu/uTngABAgQIEPgAAYPsA0p0AgECBAgQIPBuAYPs3f1JT4AAAQIECHyAgEH2ASU6gQABAgQIEHi3gEH27v6kJ0CAAAECBD5AwCD7gBKdQIAAAQIECLxbwCB7d3/SEyBAgAABAh8gYJB9QIlOIECAAAECBN4tYJC9uz/pCRAgQIAAgQ8QMMg+oEQnECBAgAABAu8WMMje3Z/0BAgQIECAwAcIGGQfUKITCBAgQIAAgXcLGGTv7k96AgQIECBA4AMEDLIPKNEJBAgQIECAwLsFDLJ39yc9AQIECBAg8AECBtkHlOgEAgQIECBA4N0CBtm7+5OeAAECBAgQ+AABg+wDSnQCAQIECBAg8G4Bg+zd/UlPgAABAgQIfICAQfYBJTqBAAECBAgQeLeAQfbu/qQnQIAAAQIEPkDAIPuAEp1AgAABAgQIvFvAIHt3f9ITIECAAAECHyBgkH1AiU4gQIAAAQIE3i1gkL27P+kJECBAgACBDxAwyD6gRCcQIECAAAEC7xYwyN7dn/QECBAgQIDABwgYZB9QohMIECBAgACBdwsYZO/uT3oCBAgQIEDgAwQMsg8o0QkECBAgQIDAuwUMsnf3Jz0BAgQIECDwAQIG2QeU6AQCBAgQIEDg3QIG2bv7k54AAQIECBD4AAGD7ANKdAIBAgQIECDwbgGD7N39SU+AAAECBAh8gIBB9gElOoEAAQIECBB4t4BB9u7+pCdAgAABAgQ+QMAg+4ASnUCAAAECBAi8W8Age3d/0hMgQIAAAQIfIGCQfUCJTiBAgAABAgTeLWCQvbs/6QkQ+BsCv/zyC5+/IvDrr7+yIUAgJGCQhcoQhQCBuwLfv3//iy/8+vr6XR/69u3bb/r/3/ve3/TSH/RPP//88w96s9cSIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwIG2YmaZwgQIECAAAECFwUMsouYXkWAAAECBAgQOBEwyE7UPEOAAAECBAgQuChgkF3E9CoCBAgQIECAwImAQXai5hkCBAgQIECAwEUBg+wiplcRIECAAAECBE4EDLITNc8QIECAAAECBC4KGGQXMb2KAAECBAgQIHAiYJCdqHmGAAECBAgQIHBRwCC7iOlVBAgQIECAAIETAYPsRM0zBAgQIECAAIGLAgbZRUyvIkCAAAECBAicCBhkJ2qeIUCAAAECBAhcFDDILmJ6FQECBAgQIEDgRMAgO1HzDAECBAgQIEDgooBBdhHTqwgQIECAAAECJwL/CzGEb22ecevfAAAAAElFTkSuQmCC)
Miguel Ángel Guerra Blázquez362Traducción (auto)censurada en los mundos hispánicos
encontramos igualmente en las protagonistas
de Moderato e Hiroshima, pero aquí la “pers-
pectiva fantasmática” de Maria sobre lo narra-
do aumenta el carácter subjetivo, incierto de su
situación. Blot-Labarrère ha subrayado así que
en Dix heures el relato, pudiendo ser tanto sueño
como realidad, queda suspendido en “lo indeci-
dible” (Blot-Labarrère, 2011, p. 1590; la traduc-
ción es mía). Maria permanece bloqueada entre
su papel de turista de vacaciones en familia y la
constatación del final de su matrimonio, entre
seguir con un monótono viaje vacacional o es-
caparse aventuradamente con Rodrigo Paestra al
otro lado de la frontera (Duras, 1960a, p. 111).
1.3. Una narrativa incierta en el contexto
franquista de 1960
El distintivo carácter “indecidible” de la na-
rración en Dix heures resulta particularmente
relevante al ponerlo en relación con el contex-
to español de 1960, año en que la editorial Seix
Barral presentó por primera vez una solicitud
de autorización ante la censura franquista para
la traducción de esta obra en España.
En primer lugar, en comparación con el contex-
to francés, la historia editorial y la recepción de
Duras era diferente en la España franquista de
1960. En tal año, ni Moderato ni Hiroshima —tan-
to el guion como la película— habían llegado al
público español. Solo se habían publicado hasta
la fecha dos traducciones de Duras: Días ente-
ros en las ramas (1957a) —publicada como “ver-
sión”, sin incluir la novela corta “Le boa”— y
El Square (Duras, 1957b), ambas en la nueva Bi-
blioteca Breve de Seix Barral3
. Esta última tuvo
una cierta repercusión crítica, especialmente
entre la joven generación del realismo social,
que apreció en tal obra el uso del diálogo con
3 En 1958, el grupo a cargo de tal colección también
había seleccionado para su traducción Un barrage
contre le Pacifique (Duras, 1950), pero la censura gu-
bernamental no lo autorizó. Véase España, Minis-
terio de Cultura y Deporte, Archivo General de la
Administración (aga) española, fondo Cultura (3),
expediente 5513-58, signatura 21/12221.
“eficacia social” (Goytisolo, 1958), técnica que
la acercaba a la novela El Jarama de Sánchez
Ferlosio (1957) y a las narraciones “behavioris-
tas”. Si bien se puede afirmar que una élite cul-
tural en España podía leer las novelas de Duras
en francés, accediendo a ellas directamente en
París, como el mismo Juan Goytisolo, o a tra-
vés de las trastiendas de ciertas librerías (véan-
se Rojas Claros, 2013, p. 74, y Sullà et al., 2015,
pp. 26-27), Duras era todavía en 1960 una au-
tora poco traducida y con una imagen “objeti-
vista” filtrada por el realismo social.
En segundo lugar, cabe precisar que la am-
bientación de la narración en España no po-
día dejar de ser señalada en tal país. Aunque
es verdad, como ha mostrado un estudio ge-
nético de la obra, que Duras borró a lo largo
de las versiones la mayoría de las referencias
geográficas concretas (Hanania, 2012), la pro-
tagonista se presenta como turista un tanto
desencantada desde las primeras páginas, en
su conversación de bar con el desconocido:
“—Mi marido es quien ha querido venir a Espa-
ña para las vacaciones. Yo hubiera preferido ir
a otra parte” (Duras, 1968, p. 11).4 Esta novela,
por lo tanto, no solo se ambientaba en España,
sino que además parecía tematizar un fenóme-
no —el turismo— y una relación —“la turista”
extranjera con respecto al “hombre” local—
que empezaban a ocupar un lugar cada vez
mayor en el imaginario franquista. Recuérdese,
por ejemplo, que en una novela española es-
crita también a principios de los años sesenta,
Tormenta de verano de Juan García Hortelano
(1962), la supuesta identidad extranjera de la
chica que aparece muerta en la playa permite
a los personajes y a las autoridades mantener
su buena conciencia, ya que, como afirma un
guardia civil: “Las extranjeras enmarañan las
cosas. Quiero decir, que enfrentan a los hom-
bres […]. Los hay que, en estos meses, dejan la
pesca y se dedican a vivir con una inglesa o con
una sueca” (García Hortelano, 1962, p. 32).
4 “—C’est mon mari qui a voulu de l’Espagne pour
les vacances. Moi j’aurais préféré ailleurs” (Duras,
1960a, p. 12).
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras363Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
La diversa cronología de la recepción de Duras
en España, así como la ambientación española
de Dix heures, hacen que la ambigüedad de la na-
rración, dada por la subjetividad de la perspectiva
de Maria, planteara en el contexto franquista una
mayor dificultad de interpretación. La perspecti-
va temática de la censura necesitaría determinar
lo que el libro “decía” sobre España o sobre las re-
laciones extramatrimoniales, pero lo subjetivo de
la narración haría difícil fijar la certeza de su con-
tenido. De igual modo, la crítica progresista ha-
bía construido una imagen de Duras en relación
con los intereses del realismo social, pero esta
novela no parece ni dar una visión “objetiva”
de la realidad española ni seguir el modelo be-
haviorista tan apreciado en aquel momento por
los jóvenes novelistas del medio siglo. Por todo
ello, podemos afirmar que Dix heures planteaba
una relación particularmente problemática con
la “textualidad nacional” franquista.
2. Las reescrituras censorias.
Una interpretación a ritmo desarrollista
Una de las características de la censura con res-
pecto a la traducción es su voluntad de fijar lo
que se encuentra entre la aceptación y el rechazo,
lo ambiguo, lo que trastorna el orden y la identi-
dad (Billiani, 2007, p. 22). Si, como planteába-
mos en la introducción, entendemos la censura
como “reescritura” manipuladora, podemos for-
mular la hipótesis de que la ambigüedad de Dix
heures resultará en una lectura censoria que bus-
que fijar el sentido de la obra en línea con la
ideología y las poéticas del régimen franquista.
El caso de Dix heures es particularmente rele-
vante en este sentido, ya que dio lugar, como
veremos a continuación, a diversas interpre-
taciones censorias en función de la evolución
cultural del franquismo.
Con el fin de analizar las interpretaciones de
la censura gubernamental, analizamos los ex-
pedientes relativos a Dix heures (véase Tabla 1)
archivados por el departamento del Ministerio
de Información y Turismo (mit) encargado de la
censura de libros. Estos documentos se encuen-
tran hoy en el fondo “Cultura (03)” del Archivo
General de la Administración (aga) española,
en Alcalá de Henares (España).
Los tres expedientes archivados resultan de tres
solicitudes correspondientes realizadas por el
editor en 1960, 1964 y 1968. Estas solicitudes
Año del
expe-
diente
Número
de expe-
diente
Signatura
aga Editor Autora Título Censor 1 Censor 2
1960 4945 21/12954 Seix
Barral
Duras,
Marguerite
[Noche de
verano a las
diez y media]a
Petrovici,
Wladimir –
1964 7471 21/15744 Seix
Barral
Duras,
Marguerite
[Noche de
verano a las
diez y media]a
[“Sr.
Álvarez”]
Oficina
de
Enlace
1968 4159 21/18957 Seix
Barral
Duras,
Marguerite
Las diez y
media de una
noche de
verano
[“Lector
19”] –
Tabla 1. Expedientes de censura de Dix heures (Duras, 1960a) y su traducción (Duras, 1968)
ª Título provisional mencionado por la editorial en su solicitud de autorización. En estos casos, los censores
leyeron la obra original.
aga: Archivo General de la Administración.
Fuente: España, Ministerio de Cultura y Deporte, aga, fondo Cultura (03).
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)
Miguel Ángel Guerra Blázquez364Traducción (auto)censurada en los mundos hispánicos
eran el primer paso de un procedimiento codifi-
cado, en el que el elemento central era el informe
del censor. En nuestro análisis, nos concentra-
mos en este documento, en cuanto interpreta-
ción principal de la obra por la censura.
Cabe indicar que, al menos en los expedientes
de 1960 y 1964, la censura leyó directamente el
original en francés, ya que existían censores
especializados en ciertas lenguas extranjeras
(véase, por ejemplo, la nómina de censores en
Abellán, 1980, p. 288). En cuanto a los criterios
que seguían, si bien Abellán identificó cuatro ca-
tegorías que no podían ser cuestionadas: “moral
sexual”, “la ideología del régimen”, “la religión
como institución y jerarquía”, o el uso de un len-
guaje “indecoroso, provocativo e impropio de
los buenos modales” (1980, pp. 88-89), a la vez
destacó la arbitrariedad creciente de la censu-
ra, especialmente con relación a la existencia
de distintos grupos de poder dentro del mismo
franquismo (Abellán, 1980, p. 115).
Esta relativa heterogeneidad del régimen ha
llevado a distinguir diferentes regímenes políti-
co-administrativos de censura (Vandaele, 2015,
p. 48), que se sucedieron a lo largo del franquis-
mo, en función del grupo de poder dominante.
También ha llevado a subrayar la importancia
de conocer la identidad y el habitus de cada cen-
sor individual, con el fin de comprender “la po-
lítica cultural franquista como una interacción
—una dialéctica— de sistemas e individuos”
(Vandaele, 2015, p. 56). Como veremos, los
distintos horizontes de lectura de cada régimen
censor y de cada censor individual determina-
ron las interpretaciones de Dix heures que hizo
la censura entre 1960 y 1968.
2.1. 1960: la ambigüedad rechazada
La primera solicitud de publicación para Dix heures
se realizó en 1960 siendo Gabriel Arias-Salgado
ministro de Información y Turismo, cuyo man-
dato (1951-1962) se caracterizó por el fundamen-
talismo católico y la rigidez moralista (Gubern,
1981, pp. 122, 124; Vandaele, 2015, p. 51). En
este contexto, la “Sección de Inspección de
Libros” del mit atribuyó la obra al censor Wla-
dimir Petrovici. Identificado por Rojas Claros
como “censor especialista” versado en dere-
cho y con dominio de idiomas (2013, pp. 53,
nota 40), Petrovici era probablemente un inte-
lectual exiliado de Rumanía.
Basamos esta hipótesis sobre el origen de Pe tro-
vici en su participación en Destin, revista editada
en la España franquista por un importante gru-
po de intelectuales rumanos, dirigida y en parte
financiada por George Uscătescu (Uță Burcea,
2014, pp. 77-80). En esta revista Petrovici re-
señó, en rumano, Profetas de Europa, del mis-
mo Uscătescu (Petrovici, 1962)5
, celebrando
en esta obra la visión pesimista de la evolución
de la “civilización europea” y defendiendo la vi-
gencia de las ideas de Spengler sobre Europa
en los años sesenta.
Sin otros datos bio-bibliográficos concretos so-
bre este censor, esta reseña permite considerar
a Petrovici como un intelectual marcadamente
conservador. De igual modo, su alejamiento
geográfico de la Rumanía socialista y su aco-
gida por el régimen franquista, probablemente
motivados ambos por razones ideológicas, per-
miten suponer una aversión a todo tipo de mili-
tancia política comunista o de izquierdas, como
era el caso de Marguerite Duras en esta época.
En su informe (véase Figura 1), Petrovici no
autorizó la publicación de una traducción de
esta novela basándose en dos argumentos prin-
cipales: uno de carácter nacionalista y otro de
carácter moral.
El elemento que el censor destaca en primer
lugar es la ambientación del relato en España:
“La novela podría intitularse: Noche de vera-
no en España”. Aunque de manera irónica,
este cambio en el título muestra que en la in-
terpretación censoria la ambientación española
es un elemento más significante que “las diez y
5 Hemos leído esta reseña a partir de una traducción
al inglés realizada por Mihaela Ilioaia, cuya colabo-
ración agradecemos..
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras365Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
media”, momento central en la narración que
corresponde a la hora en que Maria, desde un
balcón del hotel, ve a la vez a Pierre y Claire
abrazándose y a Paestra escondido en un tejado
(Duras, 1960a, p. 49). Ignorando este momento
en el que se cruzan y reflejan las dos “historias”
que estructuran el relato, el censor parece más
interesado sobre lo que la novela dice sobre Es-
paña que por una lectura de su composición.
En este sentido, indica también que la novela
contiene “apreciaciones injuriosas sobre la mu-
jer española”. Petrovici concentra su atención
aquí en la esposa de Paestra, a la que el relato se
refiere muy pocas veces. Por otro lado, sin aten-
der a la red de paralelismos en que se inserta,
este personaje es convertido en epítome de la mu-
jer española, cuya acción debe ser ejemplar. Así,
la ambigüedad narrativa de la novela desaparece a
favor de la fijación de su sentido como una na-
rración sobre España y la “mujer española”.
El otro argumento para no autorizar la tra-
ducción es de carácter moral. Los contenidos
inmorales son “Dos crímenes, el alcoholismo
de una madre, un adulterio”. Esta lectura se
encuentra en la línea del rigorismo moral de la
censura de este periodo: Maria es claramente
“una madre” inmoral; la ambigua relación, tal
vez imaginaria, de Pierre y Claire es claramen-
te “un adulterio”. Como antes con la esposa de
Paestra, Petrovici convierte a los personajes en
tipos morales dentro del discurso nacional-ca-
tólico dominante y, en particular, a los perso-
najes femeninos.
En este tipo de lectura no se reconoce ningu-
na ambigüedad al texto, o más bien se busca
eliminar tal ambigüedad rechazando cualquier
lectura posible que cuestionara la ideología na-
cional-católica dominante. Por su propia fun-
ción, la lectura censoria reduce la literatura a
“escenas” y “acontecimientos” con un valor
moral, que puede ser verdadero o falso de ma-
nera absoluta. En el caso de obras como Dix
heures, donde la acción tiene un lugar secun-
dario y resulta, además, subjetiva, una lectura
temática se ve obligada a decidir lo que justa-
mente es, como hemos visto, “indecidible”.
Casi al mismo tiempo que Petrovici firmaba su
informe, José Bugeda daba cuenta brevemen-
te de Dix heures, en el diario regional Baleares,
periódico que formaba parte de la llamada
Figura 1. Informe de censura sobre Dix heures (Duras, 1960a), redactado por W. Petrovici
Fuente: España, Ministerio de Cultura y Deporte, Archivo General de la Administración, fondo Cultura (03),
exp. n.º 4945-60, sign. 21/12954.
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)
Miguel Ángel Guerra Blázquez366Traducción (auto)censurada en los mundos hispánicos
“prensa del Movimiento”, bajo la dirección del
partido único Falange. Bugeda presentaba esta
obra como “la última novela” de una Duras
recordada por Hiroshima mon amour (Bugeda,
1960, p. 11). Por un lado, ponía también de
relieve la ambientación española e insistía en
la incomprensión de la “psicología española”
que demuestra esta obra, ya que “[la esposa]
no cuenta con el temperamento de los iberos
que hace al asesino hacerse justicia por su pro-
pia mano cuando ya está a salvo” (Bugeda,
1960, p. 11). Como en Petrovici, los personajes
son tipos que dejan lugar a poca ambigüedad:
e l grupo es “Un trio de turistas —el sempiterno
trio frances” (sin tildes en original), Maria es
“la esposa”, Paestra es un ejemplo de tempe-
ramento íbero. En ningún momento se acerca
Bugeda a valorar la subjetividad de la perspecti-
va de Maria: los personajes son tipos en función
de un discurso nacionalista, la afirmación de los
valores eternos de “lo español” frente a la visión
extranjera. Por otro lado, esta novela, para Bu-
geda, no deja de ser “literatura de vacaciones”
típica de “los autores franceses”, algo superfi-
cial, sin más escándalo, que por ello puede ser
incluida sin problemas como novedad literaria
para los lectores del Baleares.
Vemos así cómo, en el mismo seno del régi-
men, esta narración dio lugar a diversas valo-
raciones ya en 1960. Si bien ambas no dejaban
de reducir su ambigüedad en función de una
idea de “lo nacional” frente a lo extranjero, no
coincidían ya en el peligro que suponía tal obra
de “franceses” para los lectores locales, si no
de toda España, al menos de las Islas Baleares.
2.2. 1964: la ambigüedad
(relativamente) aceptada
El desarrollo del sector turístico a lo largo de
los años sesenta, tanto en Baleares como en
todo el territorio estatal, harían cambiar la
manera en que el franquismo interpretaba esta
novela de Duras. En 1962 se había formado un
nuevo gobierno de corte desarrollista y “libera-
lizador”, como resultado de la nueva línea eco-
nómica del régimen, marcada por el Plan de
Estabilización de 1959. Este combinaba una
progresiva apertura y liberalización del merca-
do nacional, abriendo el país a la inversión de
capitales europeos y estadounidenses, junto a
la promoción estatal del desarrollo industrial.
Como ha explicado Pack (2006, pp. 106-107),
si bien los tecnócratas del Opus Dei que con-
cibieron y desarrollaron el Plan de Estabiliza-
ción de 1959 buscaban fomentar la industria
por encima del sector servicios, viendo el tu-
rismo como un éxito coyuntural y moralmente
peligroso para el país, otras tendencias dentro
del régimen consideraban el sector turístico
como fundamental en un proceso de desarro-
llo y modernización. Entre ellos, el nuevo mi-
nistro de Información y Turismo nombrado en
1962, Manuel Fraga.
De igual modo, Fraga, que era también el mi-
nistro a cargo de los departamentos de censu-
ra, impulsó un nuevo régimen censorio desde
1962, que ha sido considerado como una época
de relativa liberalización, ya que la censura en
esta etapa tendió a ser menos estricta en com-
paración con la de Arias Navarro. Así pues, el
mit, en los años del desarrollismo franquista,
intentó mantener un equilibrio entre el control
gubernamental de los flujos de información y
de turistas, y la necesidad de una progresiva
liberalización impuesta por el nuevo contexto.
Fue tal vez este nuevo aire “liberalizador”
lo que llevó a Carlos Barral, en diciembre de
1964, a realizar una nueva solicitud de autori-
zación para la traducción de Dix heures ante el de-
partamento de censura de libros del mit, ahora
denominado “Sección de Orientación Bibliográ-
fica”. El censor designado tiene un perfil relativa-
mente diferente al de Petrovici. En la cuartilla
del formulario de censura contenido en este ex-
pediente es denominado “Lector 19”, pero en
otros expedientes del mit aparece como “Sr. Ál-
varez”. Aunque por el momento no conocemos
la identidad de este censor, sí que hemos podido
identificar los diversos informes escritos por él
basándonos en la identificación de su firma
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras367Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
manuscrita (véase Figura 2) 6
. En sus informes
sobre otras obras de Duras y Nathalie Sarraute
en el mismo periodo, destaca por su tono me-
nos moralizador y, en el caso de Sarraute, más
sensible a la innovación narrativa7
.
6 A modo de aclaración, cabe precisar que este cen-
sor tiene una firma manuscrita diferente de la del
conocido profesor agustino Saturnino Álvarez
Turienzo, que también intervino en la censura de
varias obras de Marguerite Duras.
7 Véanse, por ejemplo, su largo informe sobre Portrait
d’un inconnu, de Sarraute (España, Ministerio de Cul-
tura y Deporte, aga, fondo Cultura (03), exp. 3711-
65, sign. 21/16254) o el expediente de censura de
Les Petits chevaux de Tarquinia, de Duras (España, Mi-
nisterio de Cultura y Deporte, aga, fondo Cultura
La extensión del informe de “Álvarez”, si se
lo compara con el informe anterior, muestra
una cierta necesidad de justificación, especial-
mente teniendo en cuenta que la misma obra
(como figura en la sección “Antecedentes” del
mismo documento) había sido rechazada an te-
riormente. Esta necesidad de equilibrio entre la
interpretación anterior y la voluntad de autori-
zación puede explicar las dos tendencias con-
tradictorias que se identifican en el texto. Por
un lado, “Álvarez” subraya desde el principio
que “Los problemas que plantea [esta novela]
(03), exp. 143-64, sign. 21/14942), donde se pueden
comparar los informes de Petrovici y el “Sr. Álva-
rez”, este último menos moralizador.
Figura 2. Informe de censura sobre Dix heures (Duras, 1960a), redactado por el “Sr. Álvarez”
Fuente: España, Ministerio de Cultura y Deporte, Archivo General de la Administración, fondo Cultura (03),
exp. 7471-64, sign. 21/15744.
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)
Miguel Ángel Guerra Blázquez368Traducción (auto)censurada en los mundos hispánicos
son materialistas y sin moral”, y describe con
detalle la trama de la novela centrándose, como
Petrovici, en cuestiones morales. Interpreta la
narración de Dix heures del mismo modo, sin te-
ner en cuenta la ambigüedad creada por la pers-
pectiva de Maria: “el marido y la amiga tienen
íntimas relaciones”8
. Los personajes son tam-
bién tipificados, aquí como “la mujer”, “la ca-
sada”, “un matrimonio francés y la amiga del
marido”. Por otro lado, a diferencia del informe
de Petrovici, no hay aquí un intento de nacionali-
zación explícita de tales personajes-tipo: ni Paes-
tra ni su mujer son ya modelos de lo hispánico, ni
las dinámicas entre personajes se perciben como
oposición entre lo nacional y lo foráneo. De he-
cho, sorprende en este informe que, tras el largo
resumen moralizador de la obra y la denegación
incluso de todo valor literario, se concluya afir-
mando que, en realidad, esta “no roza ningún
problema político ni religioso”, por lo que “se
debe autorizar su publicación”.
La única intervención propuesta es una tacha-
dura que, en el ejemplar original que se en-
cuentra en el mismo expediente, corresponde
al subrayado en rojo de “une odeur nauséabonde”
[un olor nauseabundo] (Duras, 1960a, p. 30; la
traducción es mía), atribuido a unos policías
que entran el comedor del hotel donde Maria y
los otros personajes están cenando. Sin embar-
go, otras expresiones en el texto atribuidas a la
policía como “les polices de l’enfer” [literalmente
“la policía del infierno”, “la infernal policía”]
(Duras, 1960a, p. 78; la traducción es mía), tal
vez incluso más políticamente cargadas, no son
indicadas. Puesto que el mismo censor escribe
que la novela no plantea ningún problema políti-
co, cabe suponer que la tachadura propuesta fue
más un compromiso con la institución censora y
el rechazo anterior, que una preocupación real.
Ahora bien, tal vez lo que destaque más de la
argumentación contradictoria de “Álvarez”
sea la principal causa con la que fundamenta
8 En las citas de este informe hemos corregido las
erratas tipográficas del original para una mayor
comodidad de lectura.
su autorización: “Debido a que la trama cen-
tral es perfectamente localizada en unos fran-
ceses”. Ciertamente, es esta una estrategia
retórica, pero su misma validez como argu-
mento indica que en 1964 era posible suspen-
der la condena de inmoralidad, en tanto que
esta se redujera a “unos franceses” y no a la
población local. Esta doble medida moral, que
acepta lo foráneo y a la vez lo rechaza como
modelo, la encontramos en discursos contem-
poráneos sobre el fenómeno turístico.
En un momento de gran aumento del núme-
ro de turistas en España, y especialmente del
turismo de origen francés (Sánchez Sánchez,
2001, p. 204), se hacía cada vez más difícil para
el régimen seguir interpretando la relación en-
tre los turistas y la población local como una
amenaza para la identidad nacional. Al con-
trario, como muestra el discurso de Año Nue-
vo de Francisco Franco en 1963, reproducido
por Sánchez Sánchez, el régimen integraba
tal relación en su misma textualidad: “Feliz-
mente, los millones de extranjeros que nos vi-
sitan a diario son la mejor demostración de
las verdaderas condiciones que reinan en el
interior de nuestra nación” (2001, p. 209). Así
pues, el régimen no solo suspendía su juicio
moral con respecto a los turistas, sino que ade-
más convertía al turista en prueba del éxito de
la modernización del país y, por ende, en con-
firmación del valor de “nuestra nación”. En
efecto, diversos estudios sobre el fenómeno del
turismo y sus representaciones en los años del
desarrollismo franquista, aunque difieran en
sus perspectivas y conclusiones, coinciden en
afirmar el importante rol acordado al turismo
en el discurso dominante sobre la moderniza-
ción y la regeneración del país (Afinoguéno-
va y Martí-Olivella, 2008, p. xi; Crumbaugh,
2009, p. 2; Pack, 2006, p. 4). Como subraya
Crumbaugh, el discurso oficial franquista, y en
especial el del ministro Fraga, instrumentalizó
el boom turístico convirtiéndolo en una prue-
ba de que, gracias a Franco, España se había
convertido en un país moderno, se había “nor-
malizado” y puesto al mismo nivel que otros
países de Europa occidental (2009, p. 6).
![](data:image/png;base64,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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras369Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
Cabe matizar, sin embargo, este entusiasmo
“normalizador” del discurso de Fraga, si se
tienen en cuenta las prácticas de censura en
su ministerio, especialmente con respecto a
Duras. A pesar de autorizar la publicación, el
informe de “Álvarez” no fue suficiente para
el mit, que recurrió a la recientemente creada
Oficina de Enlace para emitir un nuevo infor-
me. Como explica Rojas-Claros, esta oficina se
creó en 1962, con la llegada de Fraga al mit,
a fin de cruzar diversas informaciones sobre
actividades políticas de oposición al régimen,
pasarlas a la Sección de Orientación Biblio-
gráfica y mejorar así la eficacia del control
ejercido por el Ministerio y la censura (Rojas
Claros, 2013, pp. 47-51). En este caso, la Ofi-
cina de Enlace emitió un informe que era más
un visto bueno del informe de “Álvarez” y que
retomaba incluso sus mismas palabras para, al
final, recomendar la autorización. No obstan-
te, este trámite adicional muestra que para esta
obra en particular, y para Duras en general, el
mit se mostraba aún particularmente cauto y
controlador. La prohibición, el mismo año,
de traducir y publicar Le Ravissement de Lol V.
Stein de Duras, propuesta también por Barral9
,
confirma los límites de la “liberalización” de la
censura en este periodo.
Lo que muestra la autorización de Dix heures en
1964-1965 es que la ambigüedad narrativa de
Dix heures podía ser fijada como parte de una
“textualidad nacional” en la cual el turismo,
y los turistas, eran representados como signos
del éxito económico y social de la dictadura.
Las contradicciones de “Álvarez” reflejaban
así las contradicciones de un régimen que, por
un lado, promocionaba los “25 años de paz”
de un país modernizado y, por otro, “moder-
nizaba” sus procesos de censura con el fin de
hacerlos más sutiles y eficaces.
9 Véase el expediente de censura contenido en Es-
paña, Ministerio de Cultura y Deporte, aga, fon-
do Cultura “03”, exp. 5033-64, sign. 21/15457.
También en este caso intervino la Oficina de
Enlace.
2.3. 1968: la ambigüedad integrada
A pesar de la autorización oficial de Dix heures
para su traducción en 1965, la editorial no la
publicó inmediatamente. Tal vez el editor qui-
so esperar a la aprobación de la nueva Ley de
Prensa e Imprenta de 1966, una de las medidas
faro del ministerio de Fraga, cuyo principal
efecto fue suprimir la obligatoriedad de la cen-
sura previa de libros, no sin cierta hipocresía,
ya que el editor seguía expuesto a una posible
censura pospublicación, en modo de secuestro
o condena judicial. En cualquier caso, a partir
de 1966 el único trámite obligatorio para las
editoriales se redujo al depósito, en el depar-
tamento de censura, de seis ejemplares ya pu-
blicados antes de su difusión pública (España,
Jefatura del Estado, 1966, art. 12.1).
Siguiendo este nuevo procedimiento, Carlos
Barral presentó a depósito los seis ejemplares
obligatorios de la traducción de Dix heures por
Caridad Martínez (Duras, 1968), en mayo de
1968. El departamento de censura de libros
identificó en sus archivos la correspondiente
autorización de 1965 y emitió en este caso un
breve informe favorable, firmado por el “Lec-
tor 19” (no identificado y con diferente firma
a la del “Sr. Álvarez”). Este nuevo informe ya
no veía en la obra ningún problema moral:
María aquí ya no era ni “una madre” con “al-
coholismo”, ni “la casada”, sino simplemente
“la mujer” que salvaba a Paestra, “queda pro-
fundamente impresionado [sic] del criminal y
siente renacer su amor”10
.
El censor aquí se concentraba en la segunda
historia identificada por Lintvelt, haciendo
desaparecer la primera (el posible romance de
Pierre y Claire). La única referencia al grupo
de personajes de María, Judith, Pierre y Clai-
re es: “Una familia francesa viene a veranear
a España”, sin mención de ninguna relación
10 Informe de censura sobre la obra Las diez y media
de una noche de verano, de Marguerite Duras, del 13
de mayo de 1968. Documento contenido en Es-
paña, Ministerio de Cultura y Deporte, aga, fon-
do Cultura (03), exp. 4159-68, sign. 21/18957.
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)
Miguel Ángel Guerra Blázquez370Traducción (auto)censurada en los mundos hispánicos
particular entre ellos. Esta lectura censoria
reduce así la tensión narrativa creada por el
paralelismo de las dos historias (Maria/Clai-
re-Pierre y Paestra/mujer-amante) a una sola:
un romance malogrado entre una “veranean-
te” francesa y un criminal local.
Cabe destacar que el censor de 1968 leyó la
traducción presentada a depósito y no ya el
original, como los censores anteriores. Podría-
mos plantear la hipótesis de que la simplici-
dad con la que interpretó una obra que antes
parecía tan problemática desde un punto de
vista moral se debía a una traducción particu-
larmente cuidada con relación a estas cuestio-
nes. Basándonos en las categorías identificadas
por Abellán (1980), mencionadas más arriba,
hemos identificado fragmentos y expresiones
del texto original que podrían ser conflictivos
para la censura, a saber, las referencias a la po-
licía, las alusiones eróticas relativas tanto a la
visión de Pierre y Claire abrazados (capítulos 3
y 7) como al deseo de Maria por Paestra, y las
referencias a la desnudez corporal. Esta lectura
“con los ojos de la censura” nos muestra que
la traducción mantiene todos estos fragmentos
del original e incluso la tachadura propuesta en
1964: “los policías atraviesan el comedor […],
emanando un olor nauseabundo a cuero mo-
jado y a sudor. Algún niño llorará siempre al
verlos” (Duras, 1968, p. 28). Por lo tanto, esta
primera hipótesis, que explicaría la interpreta-
ción censoria a partir de una traducción parti-
cularmente manipulada, no parece verificarse.
Sin embargo, un estudio detallado de la tra-
ducción del capítulo 3 —capítulo central don-
de se narra la doble visión de Maria, asomada
a un balcón del hotel, de la pareja Pierre-Clai-
re abrazándose y de Paestra en un tejado, en
el fragor de la tormenta— nos ha permitido
constatar, en algunos fragmentos, una posible
autocensura referida a alusiones eróticas en el
original y una cierta neutralización tanto de la
pulsión escópica de Maria (que no puede dejar
de ver a Pierre besando a Claire) como de la
misma pasión —real o imaginada por Maria—
de Pierre y Claire en el balcón. Veamos tres
ejemplos.
Dix heures
(Duras, 1960a)
Las diez y media
(Duras, 1968)
pp. 45-46 p. 43
Derrière le balcon,
voici des couples qui
arrivent dans le couloir
[…].
[…] Derrière les
portes, dans les lits
dédoublés, dans les
accouplements nés
de la fraîcheur de
l’orage, on parle de
l’été, de cet orage
d’été et du crime de
Rodrigo Paestra.
Detrás del balcón, van
llegando parejas al
pasillo […].
[…] Detrás de las
puertas, en las
camas abiertas, en
los desplazamientos
nacidos del frescor de
la tormenta, se habla
del verano, de esta
tormenta de verano y
del crimen de Rodrigo
Paestra.
Ejemplo 1.
En este fragmento, Maria, en el balcón, oye
cómo en el interior del hotel algunas parejas
llegan para acostarse en el suelo del pasillo, ya
que no hay habitaciones libres suficientes. Tras
el paso de una patrulla de policía en el exterior,
Maria vuelve a oír a las parejas, ya acostadas, en
el interior. La escena se repite así de un párrafo
a otro, con un cierto lapso de tiempo entre las
dos: “Derrière les portes” retoma “Derrière le bal-
con”, pero en la segunda ocurrencia las parejas
ya están echadas y hablando en voz baja (o así
las imagina Maria). En el texto original “ac-
couplements” (literalmente: “acoplamientos”,
“apareamientos” o incluso “emparejamien-
tos”) retoma el “couples” (“parejas”) anterior
añadiendo una dimensión animal y sexual
a los cuerpos tendidos en un hotel repleto, y
mezcla esta visión con la evocación de la tor-
menta de verano y el crimen de Paestra. La tra-
ducción mantiene la ambigüedad sobre lo que
Maria tal vez imagina ver y oír (“on parle” es
tan impersonal como “se habla”, ¿quién habla,
en realidad?), pero al elegir “desplazamientos”
para traducir “accouplements”, no solo no lo
vincula al “parejas” anterior, sino que se neu-
traliza el componente sexual de la escena. Los
cuerpos de las parejas simplemente se mueven
en el espacio.
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras371Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
Unos párrafos más adelante Maria ve a Pierre
y Claire juntos en otro balcón de la fachada
(Ejemplo 2).
Es evidente que, en cuanto al contenido, la
traducción está lejos de toda autocensura mo-
ralizante. Igualmente, se traduce un elemento
importante de la estructura narrativa del rela-
to: la perspectiva subjetiva de Maria, que hace
de esta escena una visión, casi cinematográfica
(“Los ve destacarse […] sobre el cielo en mar-
cha”), más que la constatación de un hecho.
La traducción, además, retoma las marcas del
discurso modalizado del original: “Debe de
ser”, “Sin duda”, “Deben de estar”, que mues-
tran que la escena puede ser en parte una supo-
sición de Maria.
No obstante, algunas opciones de traducción
dejan suponer una cierta sugestión de deli-
cadeza y suavidad menos presente en el ori-
ginal: aquí las manos de Pierre “se apoyan”
y no simplemente “sont” (están), los besos son
“burbujeantes”. El correspondiente término
en el original, “jaillissants”, se aplica en francés
a un fenómeno que se manifiesta con fuerza,
principalmente el agua que surge de una fuen-
te, pero por analogía también un relámpago,
un brillo, un grito (atilf-cnrs y Université de
Lorraine, 2013). Así, en el texto, “jaillissant” su-
giere una relación entre la efusión de los besos
de Pierre y Claire y el estallido de la tormenta,
especialmente porque en el siguiente párrafo se
precisa: “Les éclairs rendent la ville livide” (Duras,
1960a, p. 47) [“Los relámpagos ponen lívida
la ciudad” (Duras, 1968, p. 45)]. En castellano,
“burbujeantes” evoca también un imaginario
líquido, pero a la vez más referido al champán
que a lo luminoso, lo que sugiere un cierto am-
biente de amor y lujo. Estas opciones de traduc-
ción añaden a esta escena un ligero toque de
delicadeza y suavidad en la visión del beso, que
en el original es más prosaica y violenta.
Un poco más adelante, al ritmo de las fases de
la tormenta, vuelve la misma visión de Maria
en el balcón: Pierre y Claire juntos en el otro
balcón de la fachada.
En el Ejemplo 3, nos concentramos en la ex-
presión del carácter pulsional de la visión
de Pierre y Claire por Maria. Aquí el inicio
del párrafo en el original (“Tandis qu’il le fait”,
literalmente: “mientras él lo hace”) retoma el
Dix heures
(Duras, 1960a)
Las diez y media
(Duras, 1968)
p. 48 pp. 45-46
Une nouvelle phase
de l’orage se prépare
qui va les séparer et
qui va priver Maria de
les voir.
Tandis qu’il le fait,
elle le fait aussi, elle
porte ses mains à ses
seins solitaires, puis
ses mains retombent
et s’accrochent au
balcon, sans emploi.
[…] Non, elle ne peut
pas se passer de
les voir. Elle les voit
encore.
Está preparándose
una nueva fase de
la tormenta que los
separará e impedirá
a María verlos. [sic,
sin salto de párrafo]
Al mismo tiempo
que él, ella también
lleva sus manos a su
pecho solitario, luego
sus manos caen y se
agarran al balcón,
ociosas. […] No, no
puede evitar el verlos.
Aún los ve.
Ejemplo 3.
Dix heures
(Duras, 1960a)
Las diez y media
(Duras, 1968)
p. 47 pp. 44-45
Ça doit être la
première fois qu’ils
s’embrassent. Maria
éteint sa cigarette. Elle
les voit se détacher
de toute leur hauteur
sur le ciel en marche.
Tandis qu’il l’embrasse,
les mains de Pierre
sont sur les seins de
Claire. Sans doute se
parlent-ils. Mais très
bas. Ils doivent se
dire les premiers mots
de l’amour. Ils leur
montent aux lèvres,
entre deux baisers,
irrépressibles, jaillissants.
Debe de ser la
primera vez que se
besan. María apaga
el cigarrillo. Los ve
destacarse en toda
su estatura sobre el
cielo en marcha.
Mientras la besa, las
manos de Pierre se
apoyan en los senos
de Claire. Sin duda
están hablando. Pero
muy bajito. Deben
de estar diciéndose
las primeras palabras
del amor. Suben a
sus labios, entre dos
besos, irreprimibles,
burbujeantes.
Ejemplo 2.
![](data:image/png;base64,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)
Miguel Ángel Guerra Blázquez372Traducción (auto)censurada en los mundos hispánicos
“tandis qu’il l’embrasse” del Ejemplo 2 y añade
una repetición más (“elle le fait aussi”, literal-
mente: “ella lo hace también”). Además, al
repetir “le fait” (lo hace), se crea una frase si-
métrica que sugiere reciprocidad y a la vez se
evoca una red significante, en el resto del ca-
pítulo y la novela, asociada a “faire (l’amour)”
[hacer (el amor)]. Estas repeticiones, que ex-
presan cómo la visión de Pierre y Claire vuelve
una y otra vez en el ánimo de Maria, desapa-
recen ligeramente en la traducción: “Al mismo
tiempo que él” no repite el “Mientras la besa”
del Ejemplo 2, y tal vez buscando una mayor
fluidez en castellano, no se emplea ni se repite
el verbo “hacer” en esta frase.
Destaca aquí igualmente la opción de tradu-
cir “priver de” por “impedir” y “se passer de”
por “evitar”. En ambas oraciones del texto en
francés, estos verbos sugieren que la escena na-
rrada, más que algo que Maria ve realmente,
es casi el efecto de una pulsión de ver, algo que
Maria teme y a la vez desea ver: Pierre y Claire
haciéndolo. La tormenta no solo “impide” esta
visión, sino que “priva”, “despoja” a Maria
de una visión que desea. De igual modo, “no
puede evitar el verlos” indica un impedimen-
to que puede ser más casual, menos voluntario
que “elle ne peut pas se passer de les voir”. Final-
mente, “elle les voit encore” puede significar tan-
to “todavía los ve” como “los sigue viendo”, lo
que añade una repetición compulsiva de esta
necesidad de ver la pasión de Pierre y Claire
que tiene Maria. En castellano este aspecto
pulsional, aunque presente, es ligeramente me-
nos marcado.
Hemos visto así, en estos ejemplos tomados
del capítulo 3, y centrándonos especialmen-
te en la traducción de la visión de Pierre y
Claire consumando el amor que Maria adivi-
na entre ellos, cómo existen cambios sutiles en
la traducción que a veces tienden a suavizar y
neutralizar el componente erótico del original,
así como el carácter compulsivo de la visión de
Maria. Estos cambios actúan más en el nivel
semántico —modificando algunas redes signi-
ficantes del original— que en el nivel temático
o en la estructura narrativa. Podemos suponer
que el mismo contexto franquista indujo, ya
fuera consciente o inconscientemente, estas
opciones de traducción, pero en ningún caso
estos cambios modifican el original hasta el
punto de hacer desaparecer la historia de Pierre
y Claire. La censura de 1968, al leer y autorizar
esta traducción, estaba autorizando estas esce-
nas y su erotismo, lo de que de nuevo parece
invalidar la hipótesis de una censura basada en
una traducción ampliamente manipulada.
Cabe recordar que, a finales de los años se-
senta, no solo los discursos oficiales del fran-
quismo instrumentalizaban el boom turístico,
sino que también la celebración del turismo
de masas se volvió común en los periódicos,
la televisión y el cine, medios que confirma-
ban la imagen que buscaba dar el régimen del
turista como prueba de un país modernizado.
Además, esta representación se narratizaba a
menudo como una historia de amor entre “una
turista” y un hombre local: las historias eróti-
cas entre una mujer noreuropea estereotipada
y un hombre español arquetípico de lo tradi-
cional (“el macho ibérico”) caracterizaron la
representación tardofranquista del boom turís-
tico. Como recuerda Crumbaugh, las películas
de Manolo Escobar como Un beso en el puerto
y los films del “landismo” fueron de los más
taquilleros del momento. Crumbaugh, en la
línea de la temprana crítica mediática de Váz-
quez Montalbán (1969, 1970), entiende que
el contacto con los turistas se hizo a través de
representaciones previas, mediatizaciones, que
daban al público español un marco interpre-
tativo del boom turístico en el que se aceptaba
alegremente una cierta inmoralidad en la rela-
ción con “las turistas”, sin cuestionar por ello
los valores de adhesión al régimen (Crumbau-
gh, 2009, pp. 88-107).
Podemos entender así la interpretación censo-
ria de la traducción de Dix heures en 1968 no
como resultado de un cambio en el texto tradu-
cido de la estructura narrativa del original, sino
más bien porque leer esta novela como una his-
toria de amor entre “una turista” y un hombre
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EECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBAQ5RiqtAAAIkUlEQVSZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgAABQeYGCBAgQIAAAQKxgCCLF2A8AQIECBAgQECQuQECBAgQIECAQCwgyOIFGE+AAAECBAgQEGRugAABAgQIECAQCwiyeAHGEyBAgAABAgQEmRsgQIAAAQIECMQCgixegPEECBAgQIAAAUHmBggQIECAAAECsYAgixdgPAECBAgQIEBAkLkBAgQIECBAgEAsIMjiBRhPgAABAgQIEBBkboAAAQIECBAgEAsIsngBxhMgQIAAAQIEBJkbIECAAAECBAjEAoIsXoDxBAgQIECAAAFB5gYIECBAgAABArGAIIsXYDwBAgQIECBAQJC5AQIECBAgQIBALCDI4gUYT4AAAQIECBAQZG6AAAECBAgQIBALCLJ4AcYTIECAAAECBASZGyBAgAABAgQIxAKCLF6A8QQIECBAgACBP8MWLaqu4ZySAAAAAElFTkSuQmCC)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras373Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
local concordaba con las representaciones del
turismo dominantes y podía ser ya integrada
sin escándalo en ellas. Así pues, a lo largo de
los años sesenta, la ambigüedad constitutiva
de la narración de Dix heures quedó fijada, en
cada etapa de su censura, en función de los
discursos del régimen con respecto al turismo
extranjero y a la progresiva construcción, en el
imaginario franquista, de “la turista extranje-
ra” como tipo social.
3. Las diez y media de una noche de verano
en 1968. Razones de una recepción
limitada
Hasta ahora hemos estudiado el proceso de
nacionalización de Dix heures y su traducción
desde el punto de vista de su interpretación
censoria. En este sentido, hemos relaciona-
do su autorización por la censura con el nuevo
régimen discursivo legitimador del “milagro
español” y los nuevos tipos de representación
del turismo que tal régimen discursivo estable-
cía. No obstante, si el estudio de los discur-
sos censorios resulta relevante para comprender
cómo el aparato gubernamental del régimen
interpretó Dix heures, también es necesario estu-
diar los discursos “públicos” —en el sentido
de publicados— en torno a la traducción en
España de esta obra, con el fin de comprender
cómo fue integrada en la “textualidad nacio-
nal” franquista de finales de los años sesenta.
3.1. Un “folletín de nueva catadura”
La recepción de la traducción de Caridad
Martínez fue relativamente limitada en el
contexto literario español de 1968. Una úni-
ca reseña de la obra fue publicada, aunque
a toda página, en la influyente revista Ínsula
(Pérez Minik, 1968). El autor de la reseña es
Domingo Pérez Minik, intelectual canario ac-
tivo desde los años veinte, reconocido crítico
literario en los años sesenta, e introductor en
España de las principales corrientes europeas
de entreguerras (Sánchez Robayna, 1990). Re-
presaliado durante la Guerra Civil española,
Pérez Minik, cuyo horizonte intelectual ha
sido calificado de “liberal socialista” (Sánchez
Robayna, 1990, p. 51), distaba probablemente
de cualquier simpatía por el régimen franquis-
ta. Esto hace de su reseña un interesante ejem-
plo de cómo el campo intelectual contrario a
la dictadura interpretó esta obra.
No sin caer en cierta condescendencia ligada
a una cierta “mirada masculina” sobre Duras,
en su artículo Pérez Minik realizó un análisis
detallado de la trama, que ponía de relieve la
ambigüedad del personaje de Maria, el cual
resultaría particularmente indescifrable:
Aquí nos movemos entre muy afinadas des-
cripciones, diálogos muy apurados y cuerpo
narrativo nutrido con mucho pudor, pero nin-
guno de estos elementos es capaz de aclarar-
nos, ni aun de manera muy sucinta, lo que
pasa en el ánimo de esta María, nuestra en-
cantadora heroína. (Pérez Minik, 1968, p. 7)
No obstante, el crítico también subrayó la
ambientación española de la trama, lo que le
llevó a ver el tema de la novela como algo pro-
pio “casi de copla andaluza” y la historia de
Paestra como típica “del mejor folletín ibéri-
co” (Pérez Minik, 1968, p. 7). De tal modo,
el crítico calificó la novela de Duras, aunque
sin un claro ánimo despectivo, de “folletín de
nueva catadura” (Pérez Minik, 1968, p. 7).
Aunque muestra de los límites de la recepción
de Las diez y media en el contexto literario es-
pañol del momento, el artículo de Pérez Mi-
nik, por su extensión, detalle y situación en
una revista de prestigio literario, es prueba
también del estatuto de Marguerite Duras en
la España de 1968. Como apunta el crítico al
principio de su reseña, Duras es “un personaje
literario muy bien conocido en todo el mundo,
de considerable estimación crítica” (Pérez Mi-
nik, 1968, p. 7). Para apoyar esta afirmación,
Minik recuerda las varias traducciones al cas-
tellano realizadas de Duras hasta entonces,
valorando positivamente la de Caridad Mar-
tínez, a la que nombra. En efecto, desde 1960
habían sido publicadas en Barcelona hasta
cinco traducciones de Duras al castellano y al
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)
Miguel Ángel Guerra Blázquez374Traducción (auto)censurada en los mundos hispánicos
catalán (Duras, 1963, 1964, 1965, 1966, 1967);
las castellanas realizadas todas por Martínez.
Varias reseñas de estas obras aparecieron en
la revista Destino, que —al igual que Minik
aquí— valoraban lo “humano” de Duras (Vi-
lanova, 1962), oponiéndolo también a la frial-
dad experimentalista de los exponentes del
Nouveau Roman (Ancochea Millet, 1966).
A finales de 1967 llegaba al público español,
además, la película Hiroshima mon amour, que
permaneció a lo largo de 1968 varios meses
en el primer puesto de las recomendaciones de
Destino (véase, por ejemplo, “‘Destino’ reco-
mienda”, 1968). Y ese mismo año la editorial
Seix Barral aprovechaba para reeditar en for-
mato de bolsillo el guion de la película y la
novela El Square. Vemos así cómo Las diez y
media, en el horizonte del público literario es-
pañol de 1968, constituía probablemente “una
novela más”, de tema español, escrita por una
autora consolidada y de carácter “humano”.
3.2. Una traducción publicada a destiempo
La traducción de Dix heures, sin embargo, se
concibió ocho años antes, para un contexto
editorial y literario diferente. Las primeras
obras traducidas de Duras en España, como El
Square —cuyo texto de contraportada la pre-
sentaba “una de las más arriesgadas experien-
cias de la novelística contemporánea” (Duras,
1957b)— formaban parte de la entonces muy
nueva colección Biblioteca Breve, fundada por
Carlos Barral. La traducción desempeñó un
papel fundamental en este proyecto de “tex-
tualidad nacional” alternativa, como mues-
tran también las contracubiertas de El Square:
la colección ofrecía “Publicar traducciones
dignas, en buena prosa castellana de obras
importantes de literatura y de crítica contem-
poráneas” (Duras, 1957b). La traducción lite-
raria concebida por Biblioteca Breve buscaba
destacar a la vez por su alta competencia tra-
ductora (“traducciones dignas”) y por un len-
guaje literario modélico en el contexto meta
(“en buena prosa castellana”), arraigado en
la tradición literaria. En este marco editorial,
fue Caridad Martínez quien realizó la gran
mayoría de traducciones de Duras. Experta
en filología francesa, había sido estudiante de
otro de los fundadores de Biblioteca Breve, el
filólogo Joan Petit (Bonet, 2016, p. 2), y en
estos años realizaba, aparte de traducciones,
diversas tareas editoriales en el seno de la co-
lección 11
. Podemos afirmar así que Martínez
no solo tradujo para Biblioteca Breve, sino que
participó en la gestión del proyecto editorial
—y traductor— de tal colección, identificán-
dose con las concepciones del grupo gestor.
Sin embargo, la traducción de Dix heures pre-
vista para 1960 no llegaría al público español
hasta 1968, en un momento de profundo cues-
tionamiento de ese mismo “realismo social” que
Biblioteca Breve también había promociona-
do en sus inicios. El mismo Juan Goytisolo
que había elogiado el estilo dialogado de El
Square por su “eficacia social” realizaba a fina-
les de los años sesenta un famoso “examen de
conciencia”, denunciando la “visión maniquea”
(1967, p. 167), simplificadora, de la literatura
comprometida surgida a mediados de los años
cincuenta. En efecto, a partir de 1962, con la
publicación de Tiempo de silencio, de Luis Mar-
tín Santos, hasta la llamada “generación de
1968” (Sanz Villanueva, 2010, pp. 338-349), se
había producido un cambio progresivo en las
ideas sobre la novela en España. La novela mi-
mética y comprometida del “realismo social”
había sido puesta en entredicho a medida que
la realidad desarrollista del país se volvía más
compleja y difícil de interpretar de manera crí-
tica (Morán, 1971, p. 78).
11 Algunos documentos del archivo de Carlos Ba-
rral muestran que Caridad Martínez participó en
la gestión de la traducción de La cognizione del do-
lore de Carlo Emidio Gadda (nota dirigida a Jaime
Salinas, Juan Petit y Caridad Martínez, 15 de junio
de 1963) y en la de Der Mann ohne Eigenschaften de
Robert Musil (carta de Carlos Barral a José M.
Sáenz, 6 de mayo de 1968). Estos documentos se
encuentran actualmente en la Biblioteca de Ca-
taluña (Fondo Barral, correspondencia de Carlos
Barral con autores).
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)
“Unos franceses”: reescrituras de lo foráneo en la traducción franquista
de Dix heures et demie du soir en été,de Marguerite Duras375Mutatis Mutandis. Revista Latinoamericana de Traducción Vol. 16, N.°2, 2023, julio-diciembre,pp.357-378
Frente al objetivismo del realismo social, se
planteó, a partir de Tiempo de silencio, una
aproximación más subjetiva a la realidad, en-
tendiendo que esta no se podía simplemente
constatar, sino que era filtrada por una inter-
pretación (Joly et al., 1979, p. 211). Con diver-
sos matices, el problema principal de la novela
pasó a ser la misma lengua: existió una con-
ciencia de crisis de lenguaje, de imposibilidad
de representar la realidad con el mismo lengua-
je que se empleaba en el día a día. Estos cues-
tionamientos derivaron en una concepción
de la novela como “creación autónoma” y en
un mayor experimentalismo lingüístico (Sanz
Villanueva, 2010, pp. 336-337), en la línea de
un Nouveau Roman revalorado. Además, la
publicación —en cierto sentido también intra-
ducción— de los escritores del llamado “boom
latinoamericano” a lo largo de los años sesenta
había ofrecido repertorios narrativos y estilís-
ticos innovadores en castellano, que vinieron
a cuestionar adicionalmente la concepción mi-
mética de la novela en la narrativa española.
En esta “crisis de lenguaje”, la publicación de
la traducción de Dix heures, concebida en años
anteriores, cuando aún se confiaba en las po-
sibilidades de “una buena prosa castellana”, y
tras una progresiva canonización de Duras en
España como escritora más “humana” que “ex-
perimental”, resultaría menos atractiva que en
el contexto de 1960. En los anuncios de Seix
Barral en Destino, de cara al Día del Libro de
1968, la editorial publicitaba La casa de Hong-
Kong de Robbe-Grillet (traducida también por
Martínez) citando una crítica que lo había de-
clarado “un buen ejercicio para la imaginación,
y un alivio entre tanta literatura cargada de tó-
picos y rutina” (Seix Barral, 1968). Aunque
Las diez y media no fuera publicada hasta más
tarde —fue aprobado el depósito en el mit en
mayo—, cabe comprender mejor, en compara-
ción con esta publicitada obra de Robbe-Gri-
llet, y en el marco de la iconoclastia de finales
de los años sesenta, las razones de su lectura en
la España de 1968 como un simple “folletín de
nuevo cuño”.
4. Conclusiones
Al investigar el largo proceso de censura que
afectó a la traducción de Dix heures en la Espa-
ña franquista, nos planteamos en qué medida la
ambigüedad que caracteriza a su narración, tal
y como ha sido descrita en varios estudios sobre
la obra original, podía plantear una dificultad
de interpretación específica en el contexto es-
pañol de la década de los sesenta, entendiendo
que la lectura de esta obra en particular y la ima-
gen de la autora no eran, de partida, los mismos
que en el contexto francés contemporáneo.
Esto nos ha llevado a las siguientes
conclusiones:
1. A lo largo de los años sesenta, en cada eta-
pa de una censura que pasa en ocho años del
rechazo del original a la autorización de la
traducción, la ambigüedad constitutiva de la
narración de Dix heures quedó fijada en fun-
ción de los discursos dominantes del régimen
con respecto al turismo y a la progresiva cons-
trucción, en el imaginario franquista, de “la
turista extranjera” como tipo perversamente
aceptado.
2. Si bien en un análisis detallado de la tra-
ducción se pueden identificar casos de sua-
vización de lo erótico que podrían haber
justificado la autorización censoria de 1968,
hemos visto que estos desplazamientos
afectan puntualmente al nivel semántico,
pero no modifican la estructura narrativa
“especular” del original. Por lo tanto, la
autorización censoria de 1968 no pudo es-
tar basada en una manipulación global del
dispositivo narrativo original en traducción.
3. El análisis comparativo del capítulo 3 de la tra-
ducción de Caridad Martínez con el original
demuestra, al contrario, una alta competencia
traductora del francés, sensible al estilo de la
autora. Su actividad traductora debe asimis-
mo ser contextualizada en el objetivo más
amplio de Biblioteca Breve —colección de
Seix Barral para la que Martínez tradujo
numerosas obras de Duras en este periodo y
![](data:image/png;base64,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)
Miguel Ángel Guerra Blázquez376Traducción (auto)censurada en los mundos hispánicos
en cuya labor editorial estuvo también impli-
cada— de renovación narrativa mediante la
intraducción a finales de los años cincuenta y
principios de la década de los sesenta.
4. No obstante, el retraso de ocho años en la pu-
blicación de esta traducción, causado en gran
parte por la intervención censoria, hizo que
en el momento de su publicación, Las diez y
media, reconocida como obra de una autora
de prestigio, una autora que había sido pre-
sentada en España a lo largo de los sesenta
como particularmente “humana”, no consti-
tuyera ya una propuesta narrativa innovado-
ra en el contexto español de cuestionamiento
lingüístico y experimentalismo narrativo de
finales de los años sesenta.
El mismo año que se publicó la traducción
de Dix heures, en su propuesta de una nueva
crítica formal de la novela, Buckley afirmaba
que cuando el “subjetivismo” fuera predo-
minante en la novela, el crítico debía buscar
personajes “arquetipo” y analizar el mito que
los fundamentaba en relación con la ideología
actual (1968, p. 15). Poco antes Juan Goyti-
solo, en su “examen de conciencia”, acusaba
a la izquierda europea de confirmar el mito
del “español eterno”, valiente y orgulloso, que
el mismo régimen promocionaba en sus cam-
pañas turísticas (Goytisolo, 1967, p. 180). En
1968, el mito del “español eterno” era proba-
blemente fácil de identificar, para la crítica y el
lectorado españoles, en Rodrigo Paestra. Las
diez y media era una narración subjetiva cuya
estructura mítica no solo podía, sino que debía
ser puesta en evidencia. Tal era la lectura que
imponía una censura discursiva cuyos efectos
iban mucho más allá de las decisiones admi-
nistrativas del Ministerio.
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“Destino” recomienda. (1968, febrero 10).
Destino, 54(1584). https://arca.bnc.cat/
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)
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de la Universidad de Alicante.
Sánchez Ferlosio, R. (1957). El Jarama. Destino.
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)
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