Картина Гольбейна «Послы» (1533) стоит у истоков этой традиции, и, как часто бывает с работами, открывающими новый период, она не маскирует своей природы. То, как она написана, открыто показывает нам, о чем она. Так как же она написана?
Послы. Гольбейн. 1497/8-1543
Она создана с большим мастерством – так что зрителю кажется, будто перед ним настоящие предметы и настоящие материалы. В первом эссе мы отметили, что осязание сродни ограниченному, статичному зрению. Каждый квадратный сантиметр этого полотна, оставаясь всего лишь изображением, в то же время очень настойчиво обращается к осязанию. Взгляд переходит с меха на шелк, затем на металл, затем на дерево, на бархат, на мрамор, на бумагу, на фетр – и всякий раз то, что воспринимается глазом, тут же переводится (самой живописью) на язык тактильного восприятия. На картине присутствуют двое мужчин и вещи, символизирующие некие идеи, но что здесь преобладает, так это материалы, материя, которой эти мужчины окружены и в которую они одеты.
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)
Всё на этой картине, за исключением разве что рук и лиц, говорит нам о том, как искусно оно сделано – ткачами, вышивальщиками, ковровщиками, ювелирами, кожевниками, скорняками, – и о том, как эта кропотливая работа и проистекающий из нее безупречный вид вещей были в конце концов столь же кропотливо воспроизведены Гольбейном – художником.
Идея мастерства, стоящего за утрированным качеством, останется неизменной на протяжении всей истории масляной живописи.
В более ранней традиции произведения искусства прославляли богатство. Но тогда богатство было символом установленного социального и божественного порядка.
Масляная живопись прославляет богатство нового толка – динамическое, находящее себе оправдание исключительно в высшей власти денег, то есть в их покупательной способности. Следовательно, живопись должна была найти способ продемонстрировать, как вожделенно все то, что можно купить за деньги. А визуальная желанность того, что может быть куплено, заключается в его осязаемости, в том, как оно ответит на прикосновение, на руку хозяина.
На переднем плане картины Гольбейна изображен загадочный перекошенный овал. Это крайне искаженное изображение черепа: череп, как он мог бы быть увиден в кривом зеркале. Существует несколько теорий относительно того, как он был изображен и почему послы хотели, чтобы он был помещен на полотно. Но все согласны с тем, что это своего рода memento mori – игра со средневековой идеей использовать череп как постоянное напоминание о неизбежности смерти. Для нашего рассуждения существенно, что череп изображен в совершенно иной оптике, нежели все остальные предметы на этой картине. Если бы череп был написан точно так же, как и все прочее, то его метафизический смысл исчез бы; он стал бы предметом среди остальных предметов, просто частью обычного скелета, оставшегося от умершего человека.
Эта проблема сохранялась на протяжении всей эпохи масляной живописи. Когда метафизические символы помещались на холст (к примеру, череп как символ смерти изображался в реалистической манере), их символизм оказывался неубедительным или неестественным на фоне однозначного, статичного материализма используемой живописной техники.
Vanitas. Де Портер. 1608–1648
Из-за того же противоречия в рамках данной традиции кажется лицемерной среднестатистическая картина на религиозную тему. Тематика выхолащивается за счет способа изображения предмета. Краска не может освободиться от присущей ей способности воссоздавать осязаемость, доставляющую удовольствие хозяину. Вот, например, три изображения Марии Магдалины.
Мария Магдалина. Ван Дер Верф. 1659–1722
Читающая Магдалина. Мастерская Амвросия Бенсона. 1519–1550
Кающаяся Магдалина. Бодри. Салон 1859 г.
Вспомним историю Марии Магдалины: она так любила Христа, что раскаялась в своем прошлом и пришла к осознанию смертности плоти и бессмертия души. Однако манера, в которой написаны картины, противоречит сути этой истории: Мария Магдалина на них выглядит так, как будто вызванных раскаянием изменений в ее жизни просто не было. Эта живописная техника оказывается неспособной выразить то самоотречение, к которому, как подразумевается, пришла героиня. Она показывается, прежде всего, как доступная и желанная женщина. Будучи объектом изображения, она безропотно позволила живописному методу совратиь себя.