Josefa Mora Sánchez y Asunción Jódar Miñarro1
Resumen. Este trabajo se centra en el estudio y análisis artístico e historiográfico de los retratos de El Fayum (Mummy-portraits), creados y desarrollados durante cuatro siglos. Se colocaban en la cabeza de las momias o de los sarcófagos egipcios (dependiendo de la zona y de la época). Todos han sido hallados en Egipto y, sus tumbas, responden a las características de los rituales funerarios egipcios. Los Mummy-portraits estaban enterrados rodeados de objetos, amuletos, jeroglíficos, etc. cuya función era la de ayudar al difunto en su viaje al Más Allá. Estos retratos responden, pictórica y grafológicamente, a la manera de pintar romana de tradición griega, como testimonian las obras de la cuenca vesubiana, con las que guardan una estrecha relación. Este fenómeno sin precedentes de sincretismo religioso y artístico ha sido marginado por la Historia del Arte y desconocido durante siglos. Con el expolio masivo de obras de arte en el siglo XIX, los retratos se dispersaron y su catalogación es hoy difícil. Valorar estas obras es esencial para conocer el legado artístico grecorromano y egipcio.
Palabras clave: Historia del Arte, retrato, momia, El Fayum, Mummy-portrait, Roma
Abstract. This research focuses on the study and analysis of artistic and historiographical Fayum Portraits (Mummy-portraits), created and developed over four centuries, were placed at the head of the mummies of Egyptian sarcophagi (depending on the area and of the time), have all been found in Egyptian tombs and respond to the characteristics of Egyptian funeral rituals. The Mummy-portraits were buried surrounded by objects, amulets, hieroglyphs, etc., whose function was to help the deceased on his journey to the Beyond. These portraits pictorially and graphologically respond like does old Roman painting of Greek tradition, as witness the paintings from the Vesuvian basin, with which they are closely related. This unprecedented phenomenon of religious syncretism and art has been marginalized by history of art and unknown for centuries. Its existence demonstrates the need for a shift in the development of art history, as proposed in this paper: understanding the work of art as a transitional object. During the nineteenth century portraits looting broke and is now cataloging difficult. Rate these works is essential to know the Greco-Roman artistic legacy.
Keywords: HIstory of Art, portrait, El Fayum, Mummy-portrait, Rome
Contexto histórico
En el año 30 d. C. Cleopatra VII se suicida y Egipto se convierte en una provincia romana de la que Alejandría será la capital a la vez que el faraón es reemplazado por la figura del prefecto. El Nilo continuó siendo, de esta manera y al igual que en los últimos años del reinado de Cleopatra, la despensa de Roma. Los territorios ptolemaicos fueron entonces ocupados por veteranos terratenientes, griegos macedonios, asiáticos, judíos, sirios, libaneses, etc., por lo que la economía, la vida social y la cultura se transforman en un crisol de sincretismo religioso en el que se mezclan cultos de toda índole. El momento cumbre de este cosmopolitismo coincide con la datación de los mejores retratos de El Fayum en el siglo II d. C.
Para comprender estos testimonios, hay que conocer la relación de estas obras singulares con la cultura del momento, una cultura que convivía con una estructura social muy jerarquizada en la que los egipcios quedaron relegados al último escalón de la pirámide social y económica, y se dedicaban a los trabajos manuales y al campo. En orden ascendente les seguían los judíos, empleados en la banca, el comercio y las actividades propias de los terratenientes; los griegos, concentrados en Alejandria, Naukratis, Ptolemais y Antinoopolis; y, por último, en la cima de la pirámide, estaban los romanos, ciudadanos de pleno derecho que no pagaban impuestos.
Los romanos, al estar en continuo contacto con la cultura y los rituales ancestrales egipcios, supieron y eligieron adaptarlos a su propia cotidianeidad, una realidad a su vez influenciada por la griega y la etrusca. En medio de todo este proceso de sincretismo religioso nació una respuesta artística: los retratos de El Fayum. Estas piezas, sin embargo, no han sido el testimonio de este fenómeno: fueron enterradas al nacer para no ver la luz en siglos.
En los papiros de la época en la que muere Cleopatra VII encontrados podemos ya intuir el proceso de latinización que le esperaba a Egipto. Papiros que contienen textos en griego, egipcio, demótico, latín, hebreo y otras lenguas, que han sido preservados gracias a la sequedad de la tierra. Muchos de ellos se hallaron en las ciudades del El Fayum y, concretamente, en Oxyrhynchus. Los textos son tantos que su desciframiento está todavía en curso. La papirología, iniciada por Bernard Pyne Grenfell (1869-1926) y Arthur Surridge Hunt (1869-1926), es contemporánea al descubrimiento de los retratos, de manera que entre estos rostros silenciosos y los mensajes escritos se estableció una relación casi automática.
Además de los 58 volúmenes de la edición (inacabada) de los Oxyrinchus Papyri, disponemos también de los Select Papyri, publicados por Hunt y Edgar, así como del maravilloso libro de Naphtali Lewis, La memoire des sables, un retrato de la vida en Egipto bajo la dominación romana que se basa esencialmente en los testimonios directos de los referidos papiros y las ostraca2.
Contexto geográfico
El primer hallazgo tuvo lugar en 1887, cuando se buscaban antigüedades para su venta, adquiridas por Theodor Graf. Por petición de Gaston Maspero, entonces Director del Servicio de Antigüedades Egipcio, William M. Flinders Petrie organizó y llevó a cabo dos expediciones a El Fayum. Por consiguiente, los hallazgos aumentaron y, en 1961, había en setenta y siete museos y colecciones de cuatro continentes, ciento setenta y ocho retratos de los primeros cuatro siglos de nuestra era.
Los hallazgos que nos ocupan reciben comúnmente la denominación de «retratos de El Fayum», sin embargo, aunque la mayor parte de ellos han sido encontrados en las ciudades más importantes de dicha zona de El Fayum (Hawara, Arsinoe y Er Rubayat), tal y como veremos más adelante, la práctica de dotar a las momias de retratos se extendía por todo Egipto, de ahí que los descubrimientos hayan tenido lugar a lo largo de la cuenca del Nilo. No obstante, algunas áreas de El Fayum fueron especialmente célebres en la tradición de los ritos funerarios, es el caso de Hawara, que cuenta con una pirámide, una necrópolis y un templo funerario así denominado El Gran Templo, construido por Amenemmes III (1842-1797 a. C). Este templo era conocido también con el nombre del Laberinto, por tener más de tres mil salas según Heródoto.
Ordenaron la construcción de un laberinto, que se halla algo al sur del lago Meris, aproximadamente a la altura de la ciudad que se llama Crocodrilópolis3; yo lo he visto personalmente y, desde luego, excede toda ponderación. En efecto, si se sacara la cuenta de las construcciones y obras de arte realizadas por los griegos, claramente se vería que han supuesto menos esfuerzo y costo que este laberinto; [...] Ya las pirámides eran, sin duda, superiores a toda ponderación y cada una de ellas equiparable a muchas y aun grandes obras griegas, pero la verdad es que el laberinto supera, incluso, a las pirámides. Tienen doce patios cubiertos, seis de ellos orientados hacia el norte y los otros seis hacia el sur, todos contiguos, cuyas puertas se abren unas frente a otras, y rodeados por un mismo muro exterior. Dentro hay una doble serie de estancias —unas subterráneas y otras en un primer piso sobre las anteriores—, en número de tres mil; mil quinientas en cada nivel. [...] de las subterráneas, en cambio, tuvimos que informarnos verbalmente, pues los egipcios encargados de ellas no quisieron enseñárnoslas bajo ningún concepto, aduciendo que allí se encontraban las tumbas de los reyes que ordenaron el inicio de las obras de este laberinto y las de los cocodrilos sagrados. [...] pese a que este laberinto es así, todavía suscita mayor asombro el llamado lago Meris [...] la longitud de su perímetro es de tres mil seiscientos estadios, que suponen sesenta esquenos, una extensión igual a la de la costa del propio Egipto4.
Como anécdota decir que el oficio de embalsamador era un oficio heredado y se contabilizan en Hawara más de diecisiete familias de sacerdotes y embalsamadores dedicadas al mismo tiempo a los rituales funerarios. De Er Rubayat (Kerke en la actualidad) procede el mayor número de retratos. Actualmente la necrópolis está situada junto a Medinet el Fayum. También se han encontrado retratos en Menfis (Saqqara), Antinoopolis, Ponópolis (Akhmin), el-Alamein, Marina, Bahariya, Tebas y El Hiba (Ankyronpolis).
El retrato romano
En Roma, el retrato nació por la combinación y el diálogo entre los de tradición etrusca, el griego perteneciente al último helenismo y el modo del realismo romano plasmado en los Imagines Maiorum.
Entre los siglos II a. C. y I d. C. se produce un fenómeno decisivo para la conformación artística del retrato romano, y es la influencia del retrato griego sobre los patricios romanos. Estos hacían mascarillas de cera de sus difuntos, normalmente del Pater familias, mascarillas que se guardaban en un armario en el atrio de la casa. Con el tiempo, las familias que conseguían perpetuar a través de generaciones sus bienes llegaban a reunir grandes colecciones de estos recordatorios tan singulares. A partir de estas mascarillas progresivamente se fueron haciendo positivos en cera que luego se rehacían en arcilla policromada o bronce. Los retratos pasaron de ser solo bustos (de la cabeza y el cuello del difunto) a convertirse en retratos de media figura, de cuerpo entero sedente o a caballo.
El motivo que dio lugar al nacimiento y perpetuación de esta tradición era la necesidad de conservar el recuerdo del difunto, ya fuese para no olvidar sus virtudes, ya sus logros militares, políticos o económicos. Sin embargo, detrás de estos motivos se esconde otra razón mucho más poderosa: la de ser acompañado durante el duelo. Solo algo que provenga del difunto y sea origen del sufrimiento puede aportar consuelo en el camino de la aceptación de la muerte.
Algunos testimonios de la época informan de la costumbre romana de los Imagines Maiorum. Polibio (210-120 a. C.) describe tales rituales funerarios:
Cuando muere en Roma algún personaje de consideración, condúcesele a los Rostra, el Foro, donde se le expone en público, por lo general erguido, rara vez echado. En medio de un gran concurso sube a la tribuna su hijo (si ha dejado alguno en edad apropiada y se halla allí presente) o, cuando no, un pariente, y hace el panegírico del difunto, de sus virtudes y acciones gloriosas de su vida... Efectuado el sepelio y hechos los ritos de precepto, se coloca en el lugar más patente de la casa, metida en un armario de madera, la imagen del difunto. La figura es una máscara del rostro, hecha de tal modo que su parecido es extraordinario, tanto en su modelado como en su aspecto general. En las funciones públicas, estas imágenes se suelen descubrir y adornar con esmero. Cuando fallece otro miembro ilustre de la familia, se sacan para que formen parte del cortejo fúnebre; son llevadas por personas que se asemejan tanto en estatura como en fugura al que representan (...)5.
Cayo Plinio el Viejo (23-79 d. C.), en su Historia Natural, afirma que la costumbre de hacer mascarillas de cera a los difuntos la inició Lisistratos, hermano de Lisipo, hacia el año 300 a. C.
El choque frontal de las tradiciones griega, romana y egipcia tuvo como resultado algunas espectaculares creaciones como son las de El Fayum. Pues el realismo del retrato romano no hizo concesiones en el diálogo que tiene lugar en estos sarcófagos. La contemporaineidad de culturas tan dispares como la romana y la egipcia es un acontecimiento tan singular como asombroso, la existencia de los sarcófagos-retratos-momias un milagro que nos permite ser testigos en su contemplación de una realidad poco explorada. Gracias a las «instantáneas faciales» que se conservan tenemos constancia de ella, así como gracias a los textos de los antiguos historiadores griegos y romanos. Por suerte, esta realidad podemos también constatarla a través del estudio de las pinturas murales de las que fueron las ciudades romanas de la cuenca vesubiana: Pompeya, Herculano, Oplontis y Estabias. Tras la desaparición de la pintura etrusca, la romana siguió su propia evolución, y prueba de ello son estas obras murales vesubianas. Plinio hace referencia también a ellas a través de sus escritos y nos habla, por ejemplo, de la pintora Iaia o Laia, de Kyzikos, especializada en retratos femeninos, que trabajó en Roma y en Nápoles en la primera mitad del siglo I a. C.:
Pintaba con técnica rápida y desenfadada (nec ullius velocior in pictura manu fuit) y a precios más altos que los de otros dos famosos pintores de su tiempo, Sopolis y Dionysios, griegos también, cuyos retratos llenaron las pinacotecas privadas6.
Otro pintor del que han dejado constancia algunos escritores fue Arelio, especializado en representar a los retratados como figuras mitológicas. Sabemos que trabajó en Roma a finales del siglo I a. C.
Por otra parte, los egipcios utilizaban para sus composiciones pictóricas y escultóricas un sistema de retícula que hacía que su arte fuese compositivamente inmutable. Los romanos sin embargo no usaban tales retículas para la elaboración de sus retratos pues el realismo perseguido en los mismos hacía necesario un procedimiento de trabajo totalmente opuesto que fuese capaz de reproducir los rasgos faciales, tan asimétricos como diferentes entre una persona y otra.
Dicho esto, es de suponer que los problemas en el diálogo artístico que se estableció en la elaboración de los retratos de El Fayum no era solo una dificultad compositiva sino también estética. Este diálogo estético reflejado en la parte compositiva es prácticamente nulo, y se limitaron a establecer espacios bien diferenciados de trabajo para un estilo y otro; así, la parte del rostro seguía principios de disposición estrictamente grecoromanos mientras en la parte que ocupaba el sarcófago tenían cabida los complejos y abigarrados programas decorativos egipcios que hacían referencia al Libro de los Muertos o al Juicio de Osiris, parte en la que es obvio que se seguían los principios geométricos egipcios. Incluso, cuando comenzaron a introducir elementos nuevos, fruto del sincretismo religioso que estaba teniendo lugar en toda la cuenca del Nilo, estos elementos seguían unos principios de representación u otros dependiendo de la parte del sarcófago en la que se encontraban.
En resumen, componían piezas en las que cada estilo tenía su lugar pero fueron incapaces o se negaron a establecer unos principios comunes compositivos y estéticos para ambos. De esta forma, la confrontación en la manera de entender el espacio entre el geometrismo egipcio y el realismo-naturalismo grecoromano, se pone de manifiesto de manera radical y casi violenta (véase Figura 1).
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)
Figura 1. Venus navegando sobre una concha y amorcillos. Fresco. Casa de Venus. Pompeya. Cuarto estilo. Archivo personal.
En los sudarios que se han encontrado, en los que se reproducen escenas más elaboradas donde aparecen varias figuras, este conflicto entre el geometrismo egipcio propiciado por el sistema de retículas y el realismo grecoromano es todavía más espectacular, dando como resultado unas magníficas composiciones cercanas, podríamos intuir, a los principios estéticos desarrollados durante el siglo XX con las primeras vanguardias (véase Figura 2).
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)
Figura 2. Mujer de la cruz ansada. Sudario. Siglo III d. C. París. Museo del Louvre. Archivo personal.
La pintura grecorromana
Irene Bragantino, profesora en el Istituto Universitario Orientale de Nápoles, sostiene en una conferencia de veinticinco de noviembre del año 2000 que, en el período comprendido entre finales de la República y el fin del Imperio, la pintura romana no sufre cambios, es decir, que se vuelve un estilo inmutable en cuanto a los aspectos formales. Esta afirmación nos da una idea de la permanencia de los retratos de El Fayum, que no ofrece modificaciones significativas en cuanto a su función y finalidad, aunque sí pictóricas y grafológicas, durante cuatro siglos. Esta inmutabilidad, el parecido con las pinturas romanas que se hacían en Roma y las que se hacían, por ejemplo, en Cartago, proviene de la importancia que en el momento se le atribuía a la decoración de la casa como vehículo para destacar la pertenencia a una clase social y a un estilo de vida particular.
Gracias a las pinturas vesubianas sabemos que los murales y mosaicos eran trabajos que se realizaban contando con la participación de varias personas con diferentes habilidades. Cada mosaico y cada mural manifestaba una función social muy clara: si la pintura estaba en un lupanar, las imágenes debían incitar el erotismo; si la pintura estaba en la casa de un político, este debía representarse como una persona emprendedora, ya fuese porque apareciese contratando obras públicas o en un banquete celebrando alguna victoria.
La casa pompeyana de los Amantes Castos, por ejemplo, nos permite capturar las distintas fases del procedimiento pictórico. Algunas partes de sus frescos están terminadas y otras no, de lo que se deduce que intervenían diferentes personas: algunas preparaban la pared, otras hacían los fondos y los más profesionales pintaban las escenas y los detalles.
A las zonas rurales llegaban profesionales de Roma, contratados individual y específicamente para la decoración de las casas de los más acomodados, que trabajaban junto a los artesanos locales. Este fenómeno es típico de los primeros tiempos de la época imperial.
En Grecia, la decoración parietal se desarrollaba de forma independiente, menos sujeta al estilo impuesto por el Imperio y las convenciones sociales. Pero en Roma, donde la movilidad social seguía siendo muy elevada, tal decoración de la casa era decisiva para ascender en la vida pública y comercial.
Este fenómeno de la decoración parietal de las casas romanas provinciales, sostenido por los artistas venidos de Roma y que junto con los artistas locales contribuyeron a forjar las características de un estilo inmutable e imperial a lo largo de varios siglos, es una afirmación apoyada, entre otras cosas, por los últimos descubrimientos que se han hecho durante las excavaciones del Foro Augusto (Mérida).
La encáustica
La cera en Egipto se obtenía solamente de las colmenas de las abejas. La organización jerárquica de las abejas, su laboriosidad y el cuidado de sus huevos y larvas fue, tradicionalmente, un ejemplo entre las gentes del Nilo.
En el mundo grecorromano, las abejas simbolizaban la castidad, la laboriosidad y la esperanza, y el arte de la miel y la cera se le atribuía a Aristeo, hijo de Apolo y Cirene. Se arrogaban a la cera, según su color, diferentes cualidades mágico-religiosas positivas y negativas. También se utilizaba para la elaboración de ungüentos con los que atraer al ser amado.
Debido a sus cualidades moldeables, se hacían esculturas de seres informes, animales y humanos que se podían fundir fácilmente para «renacer después en una nueva forma», proceso mediante el cual, para los egipcios, suponía se adquirían propiedades del ser creador. A través de rituales mágicos, en los que la cera como material era la protagonista, se creaban amuletos, se moldeaban figuras de diferentes divinidades o se reproducían, a pequeña escala, esculturas-retrato de personas a las que se quería perjudicar, es decir, estas figuritas funcionaban como parte de una especie de rituales vudú que, después de la ceremonia, se destruían lanzándolas al fuego o se derretían poniéndolas al sol, sellando así un deseo secreto e infinito. La misma cera a la que atribuían capacidades esotéricas, tenía un importante papel en la momificación y en los rituales de embalsamamiento. Solía utilizarse para cubrir la boca y la nariz. Otro de los usos que le daban era la impermeabilización de materiales de construcción y vasijas. Para cerrar heridas y en cosmética, para cubrir tablillas de madera en las que se escribían o se dibujaba con punzón metálico y, por supuesto, jugó un papel fundamental en la elaboración de los retratos de El Fayum.
Y una vez más la mitología nos da pistas para entender todas las atribuciones que les daban a este material atemporal. Avanzar, retroceder... antes que Pigmalión estaba Laodamía, que dormía con un hombre de cera hecho a imagen de quien amaba, su Romeo. Él no era una mera estatua: sí existió, pero había muerto. Hay dos versiones del fin de Laodamía. Una es la que relata como Apolo concede tres horas juntos a los esposos; después retornará de nuevo al difunto a su lugar en los infiernos. Cuando acaba el tiempo y el esposo debe marchar de nuevo, Laodamia no lo soporta y decide acompañarlo para no separarse más de él:
En la segunda versión el difunto no reaparece, ni siquiera por unas horas; el viaje al Averno lo hará la esposa sola: el padre de Laodamia la sorprende durmiendo con su estatuilla de cera, con su hechizo, y arroja el fetiche al fuego. Ella muere de pena; en algunas versiones ella misma se arroja al fuego, detrás de la figurilla.
Este mito tiembla un poco: Laodamia no pide que su estatuilla se encarne (como es el caso del escultor idólatra). Sabe que es un sustituto, y no parece que ella deje de ver en el hechizo, la superficie del fetiche. Así, la figurilla de cera es una sugestión: sabe que no hay nadie7.
La cera por sus cualidades táctiles y visuales da la sensación de que es capaz de preservar el calor humano. La poética visual que establece tenga quizás que ver con la obra de Joseph Beuys (1921-1983). La grasa es el corazón de la plástica de Beuys como imperio del calor y la energía. La grasa, en sí misma amorfa, sólo puede ser formalizada de manera temporal, provisional. La temperatura, el calor y el frío, le restituyen sus poderes metamórficos. La cera de los retratos ha traído hasta nosotros, inmersa en una ritualidad obsoleta, la calidez de las miradas vivas del Egipto de entonces. Esta ritualidad, sin embargo, por su naturaleza funeraria no estaba exenta del sentimiento de pérdida y de una etapa de duelo que en todas las culturas se ha experimentado con la pérdida de un ser querido, un vacío que ningún principio moral o religioso ha sabido aminorar.
El presagio, a priori, de cualquier estudio que se comience sobre la cultura egipcia antigua es que era una sociedad dedicada a la muerte; cabe suponer, por lo tanto, que si durante toda su vida planeaban y edificaban su tumba, e invertían todas sus riquezas en el pago de arquitectos y artesanos que la construyesen, invertían a la vez gran cantidad de tiempo en reflexionar acerca de la muerte, el destino último del ser y aceptarlo si este tenía lugar inesperadamente. Pero no era así, y cito por ello a Heródoto, el historiador que recogió para nosotros las experiencias que tuvo junto al pueblo egipcio:
Por cierto que en los festines que celebran los egipcios ricos, cuando terminan de comer, un hombre hace circular por la estancia, en un féretro, un cadáver de madera, pintado y tallado en una imitación perfecta y que, en total, mide aproximadamente uno o dos codos; y, al tiempo que lo muestra a cada uno de los comensales, dice: Míralo y luego bebe y diviértete, pues cuando mueras serás como él. Eso es lo que hacen durante los banquetes8.
Volviendo a la praxis, sin abandonar las referencias a los testigos antiguos y directos, decir que las técnicas utilizadas por los pintores eran dos, la encáustica y el temple. Desde hace tiempo se discute la forma de aplicación de la encáustica en estos retratos. La tradición egipcia de esta técnica parece inexistente pero la griega está más acreditada. Plinio el Viejo, por ejemplo, la nombra en sus tratados:
La cera púnica, a base de cera de abeja, podía ser aplicada en caliente o en frío, mezclada con pigmentos, con la ayuda de una herramienta dura, el cauterium, o de un pincel vegetal. [...] Por lo que atañe al temple, prácticamente no es diferente de la técnica moderna conocida con este nombre. [...] Los colores exitían en forma de pequeños panes o «salmones». Plinio elabora en su Historia natural un catálogo impresionante de los pigmentos de todas las procedencias disponibles en su tiempo, pero es poco probable que los pintores de El Fayum hubiesen podido utilizar una tan grande —y además costosa— cantidad de colores. Según E. Doxiadis, que trata particularmente esta cuestión, la paleta utilizada era incluso muy restringida, fundada en una base de cuatro colores —el blanco, el negro, el ocre y el rojo tierra— a los cuales se añadían colores suplementarios, utilizados sobre todo para vestiduras y ornamentos. Entre estos colores hay que destacar el oro, [...] parece haber tenido en algunos casos una función ritual ligada a su carácter imperecedero [...] En conjunto, el colorido de los retratos pintados a la encáustica era más brillante, más luminoso que el de los retratos realizados al temple [...] madera, lino, pigmentos de origen mineral, cera de abeja, agua de mar, clara de huevo, conchas para mezclar los colores, útiles muy simples, yeso: tierra, agua, fuego y aire [...] sin duda rápidamente ejecutado9.
El hecho de que la mayoría de los retratos se nos muestren separados de la momia y/o del sarcófago a los que pertenecían contribuye no poco al automatismo que nos los hace considerar como cuadros de pleno derecho10.
La problemática en la datación de los retratos
«Cuando M. Gayet11 penetró en las tumbas, los difuntos parecían haber apartado su mortaja para saludar al arqueólogo»12. Tiempo antes, en marzo de 1888, el citado Sir William M. Flinders Petrie (1853-1942) encuentra: «[...] un inmenso cementerio de tiempo romano con cámaras mortuorias de ladrillo, conteniendo todavía los cuerpos de sus dueños [...]», la emoción le envolvió cuando vio el primer retrato «de una niña maravillosamente dibujada, en tintes grises suaves»13. Los rostros debían ser idénticos a su dueño para ofrecerle en el más allá un rostro, su rostro.
Sir W. M. Flinders Petrie elaboró un controvertido método de datación de estos retratos basado en los peinados femeninos y en la presencia (o no) de barba de los hombres, en relación directa con la estatuaria romana conocida, junto con la decoración de las momias y las joyas, llegando a concluir que los primeros retratos femeninos son pintados durante el mandato de Tiberio (14- 37 d. C.) y, según dicha aportación, los últimos retratos femeninos se corresponderían el estilo de peinado de las emperatrices de los Severos. «El peinado masculino más común desde el siglo II era el de estilo militar y permanecerá hasta tiempos de Caracalla y Geta (principios del siglo III)»14.
Los retratos más antiguos que se conservan de estas características son del siglo I d. C. y los más recientes son del siglo IV d. C., por lo tanto, podemos decir que ha habido cuatrocientos años de retratos, muchos de los cuales están aún por descubrir. La amplitud cronológica de estas obras y el desinterés por parte de arqueólogos y autoridades durante años ha impedido que a día de hoy se pueda elaborar con exactitud un corpus que integre la evolución y características de las pinturas según las zonas y épocas. Sabemos por ejemplo que la manera más común de las momias con rostros naturalizados de la zona de Hawara es con telas y formando rombos en los que se incrustaban pequeñas tachuelas doradas.
Una característica habitual es el contraste entre la posición en tres cuartos de la cabeza (girando ligeramente hacia un lado) y la frontalidad de los pies de la momia.
Conclusiones
Esta consideración es cierta, si bien no podemos olvidar que los retratos no pueden desprenderse de su cuerpo para estudiarlos, porque puede ser que entonces perdiesen su consistencia, y aunque seguirían siendo un testimonio único, no sabríamos como valorarlos, analizarlos o catalogarlos (véase Figura 3).
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)
Figura 3. La Europea. Antinoé, siglo II d. C. Encaústica. París. Museo del Louvre. Archivo personal.
De entre los retratos de El Fayum conocidos, unos han sido hallados sobre sarcófagos, algunos sueltos, en fragmentos, inconclusos, y otros sobre momias, constituyendo este uno de los tipos de momificación menos frecuente. Dicho tipo de momificación rodea el cuerpo inerte, embalsamado, con vendas, para después adornarlas con tachuelas doradas que dan como resultado una especie de entramado que recuerda a la estética bizantina. Este tipo del que hablamos, poco común y más cercano a Roma que a Egipto, es frecuente en los retratos de El Fayum de la última época, entre los siglos III y IV d. C. Los colocados sobre sarcófagos egipcios rígidos, que contenían momias embalsamadas y después vendadas, con inscripciones y pasajes del Libro de los Muertos (entre otros), pertenecen a los siglos I y II d. C. principalmente (véase Figura 4).
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)
Figura 4. Momia y retrato de Eudaimonis. Antinoé, siglo II d. C. Vendas de lino y encaústica. París. Museo del Louvre. Archivo personal.
Hemos podido constatar, pues, algunas diferencias entre los retratos de una época y otra, aunque estas diferencias estilísticas, pictóricas y grafológicas no se cumplen de manera estricta y deben ser estudiadas con mucho más rigor. Empezaremos por los retratos de los siglos I y II d. C.:
Son retratos naturalistas: no buscan una expresión hecha, no son pretenciosos en el sentido del retrato romano tradicional que ofrecía una imagen acorde a como se quería ser recordado. Las expresiones de los retratos de El Fayum están sin descodificar, son retratos espirituales.
De pincelada suelta: pictóricamente son el precedente de la pintura renacentista. Podemos pensar que debido a los acontecimientos y el curso de la historia, la evolución de estos retratos quedó mutilada con la aprobación del Edicto de Milán y el cambio de mentalidad y la cultura bizantina, y que no será hasta el Renacimiento cuando los retratos «vuelvan a entregar algo del alma del retratado al espectador», sin función didáctica o proselitista.
Frontales todos ellos por necesidad, ya que estaban destinados a una colocación determinada; si bien en algunos la mirada en lugar de dirigirse al frente se dirige hacia un lado, quizás escapando a la contemplación del espectador, seguro del destino del difunto al que ahora observa.
El dibujo es libre, sin reglas ni leyes estilísticas, responde únicamente a la función de ser fiel a la imagen del rostro del difunto, pero simulando que estaba vivo: los trazos son sueltos y resolutivos, buscando la expresión máxima de la línea o de la pincelada.
Intento de corporeidad: queda patente a través del trabajo del claroscuro por la integración aun dentro de su bidimensionalidad en la tridimensionalidad del sarcófago o de la momia en la que van colocados.
Se tiene en cuenta la atmósfera: podrían ser en este sentido el precedente del sfumatto de Da Vinci.
A medida que estos retratos se desarrollan, hacia principios del siglo III d. C. presentan algunos cambios que llegan a su máxima expresión en el siglo IV d. C.:
Se vuelven hieráticos, rígidos: siguen siendo retratos frontales pero el atisbo de movimiento que tenían los anteriores desaparece.
Ya no parecen retratos sino que ahora son máscaras: pierden su singularidad para convertirse en imágenes tipificadas.
Los ojos son almendrados: ya no reflejan una mirada única propia de cada persona sino que se representan simbólicamente, se adopta una solución válida para todos los rostros.
La pincelada cambia, se hace menos suelta: se vuelve minuciosa, en pequeños trazos con diferente separación unos de otros dependiendo de la textura que se quiera imitar; en ocasiones se aplica en rayitas sustituyendo la dirección de la pincelada cuando se modifica el color.
La pincelada compone y descompone las gamas cromáticas como en los mosaicos bizantinos.
Pierden corporeidad, se vuelven planos: no se integran en el cuerpo en el que van colocados, se yuxtaponen.
La cuestión fundamental que creo que para nosotros, desde la contemporaneidad, plantean los retratos es que se basa en la mímesis (de mimeisthai), que hace referencia a la simulación, al intento de representar la presencia de manera lo más efectiva posible de un ausente; en resumen, la mímesis de estos retratos es eficaz y funciona posiblemente por varias razones:
Nos permiten tener la sensación de estar viendo a un vivo, de estar participando de un lugar, una cultura ausente, si no muerta, sin la necesidad de que ese trabajo de mímesis ocurra en nuestra mente; nos viene dado, algo parecido a lo que ocurre en las ruinas de Pompeya, Herculano y toda la zona vesubiana: no tenemos que imaginar, vemos.
Esa mirada directa no es decepcionante sino que fascina. Fascina, porque vemos algo y a la misma vez no vemos todo, vemos a través de un velo que vuelve todo misterio, sensualidad, fascinación, erotismo estético (si se permite la expresión), curiosidad y lo más doloroso: insatisfacción de nuestro deseo por conocer, por estar en otro tiempo-lugar.
Esta mímesis funciona para nosotros, porque no existen otros testimonios en los que la mirada se vuelve viva. Son fotografías de veinte siglos de antigüedad, imágenes codificadas en nuestro mismo registro, con nuestro mismo idioma.
Son precedentes de la pintura bizantina y renacentista, necesarias para entender todo lo que vino después de su creación y porqué. Esta necesidad es intuitiva pero imprescindible por otro lado.
La ausencia es así la característica fundamental del estatuto de la imagen tal como se desarrolla en el imaginario occidental: emplear imágenes, representar, imitar, no consiste en hacer acto de presencia, dotar de derecho a la presencia en acto, es, al contrario, imitar la presencia, hacer como si lo ausente estuviese allí15.
Los retratos de El Fayum no son simbólicos o genéricos, cada uno es único y en su singularidad tienen un denominador común y es el de su función. Se hicieron para ser enterrados, para acompañar al difunto en su viaje al Más Allá, un viaje que tal vez con el paso del tiempo quedó difuminado como necesidad espiritual para convertirse en tradición viciada por el peso de la historia.
Bibliografía
AA VV. Bunte Götter. Die Farbigkeit antiker Skulptur. Hirmer. Múnich, 2010.
AA VV. El arte de Pompeya. Blume. Barcelona, 2010.
AA VV. Jeunesse de la Beauté. Albori della bellezza. Albores de la belleza. Ars Latina. París, 1995.
AA VV. Los misterios del gineceo. Akal. Madrid, 2003.
AA VV. Pompei. La pittura. Giunti nº 191. Florencia-Milán, 2003.
BAILLY, Jean Christophe. La llamada muda. Los retratos de El Fayum. Trad. Alberto Ruiz de Samaniego. Akal. Madrid, 2001.
BARAÑANO, Kosme de. Los retratos de Al Fayum. Ayuntamiento de Bilbao. Periódico Municipal Nº 137. Bilbao, 2000.
COBO GUTIÉRREZ, Miguel Felipe. Significación y técnica de la encáustica en frío. De los retratos de El Fayum a una práctica pictórica contemporánea. Tesis Doctoral. Universidad País Vasco. Facultad de Bellas Artes. Dpto. de Pintura. Bilbao, 2011.
EUPHROSYNE, Doxiadis. El misterio de los retratos de El Fayum. La aventura de la Historia nº 3.
The mysterius Fayum Portraits: faces from ancient Egypt. Herry N. Abrams. New York, 1995.
FIERZ-DAVID, Linda. La villa de los misterios de Pompeya. Atalanta. Girona, 2005.
FLINDERS PETRIE, Williams Matthew. Hawara, Biahmu and Arsinoe. Londres, 1889.
Roman Portraits and Memphis IV. Londres, 1911.
The Hawara Portfolio: Paintings of the Roman Age. Londres, 1913.
1
Departamento de Dibujo. Facultad de Bellas Artes. Universidad de Granada.
Contacto con la autora: pepamorasanchez@gmail.co
2
Antes de la proclamación del Edicto de Milán en el año 313 d. C., el sincretismo religioso ritualista de Egipto había llegado a su cenit. Las persecuciones cristianas de Diocleciano en el año 284 de nuestra era y las de Decius, durante el primer tercio del siglo III, favorecieron la proliferación y continuación de la elaboración de estas pinturas, que además formaban ya una parte inseparable de los enterramientos romanos de la época, unidos por un lado a la tradición del retrato romano y, por otro, a la tradición de los ritos de embalsamamiento y momificación egipcios.
3
También conocida como Arsinoe.
4
HERÓDOTO (2011): Los egipcios. Madrid, Gredos. Trad. Carlos Schrader. pp. 93-95.
5
COBO GUTIÉRREZ, Miguel Felipe (2011): Significación y técnica de la encaústica en frío. De los retratos de El Fayum a una práctica pictórica contemporánea. Tesis Doctoral. Univ. País Vasco. Facultad BB AA. Dpto. Pintura. Bilbao. p. 170.
6
COBO GUTIÉRREZ, Miguel Felipe; Op. cit., p. 174.
7
DIAZ FRUTOS, Elena (2010): Imágenes exactas o cuatro ensayos para una escritura mirable. Granada, Inédito.
8
HERÓDOTO (2010): Los egipcios. Madrid, Gredos. Trad. Carlos Schrader. p. 54.
9
BAILLY, Jean Christophe; La llamada muda. Los retratos de El Fayum. Madrid, Akal. Trad. Alberto Ruiz de Samaniego. pp. 30-35.
10
BAILLY, Jean Christophe; Op. cit. p. 127.
11
Albert Gayet (1856-1916).
12
BAILLY, Jean Christophe; Op. cit. p. 128.
13
BAILLY, Jean Christophe; Op. cit., p. 129.
14
EUPHROSYNE, Doxiadis: El misterio de los retratos de El Fayum. La aventura de la Historia nº 3. p. 61.
15
BAILLY, Jean Christophe; Op. cit. p. 80.