Зрение первично по отношению к речи. Ребенок уже видит и понимает, хотя еще не умеет говорить.
Но зрение первично и в ином смысле. Понимание нашего места в окружающем мире формируется именно благодаря зрению; мы объясняем мир словами, но слова ничего не могут поделать с тем фактом, что мы этим миром окружены. Отношения между тем, что мы видим, и тем, что мы знаем, остаются зыбкими. Каждый вечер мы видим, как садится Солнце. Мы знаем, что это вертится Земля. Однако знание, объяснение все-таки не вполне вяжутся с увиденным. Художник-сюрреалист Магритт сыграл на этом несоответствии между словом и образом в своей картине «Ключ к грезам».
Ключ к грезам. Ренемагритт. 1898–1967
То, что мы знаем или во что верим, влияет на то, как мы видим окружающие нас вещи. К примеру, в Средние века, когда люди верили в реальное существование Ада, горящий огонь значил для них нечто отличное от того, что он значит для нас. И, тем не менее, их представление об Аде многим обязано зрелищу всепоглощающего огня и виду остающегося после него пепла, а также боли от полученных ожогов.
Когда человек влюблен, образ любимого обладает тем совершенством, полноту которого не измеришь ни словами, ни объятиями, – его на какое-то время может вместить только любовное соитие.
Однако это видение, приходящее раньше слов и не поддающееся вполне словесному определению, не есть лишь автоматическое реагирование на раздражители. (Так можно поставить вопрос, только если рассматривать совсем крохотную часть процесса, имеющую отношение к сетчатке глаза.) Мы видим только то, на что мы смотрим. А смотреть – это совершать выбор. В результате сделанного выбора то, что мы видим, делается доступным нам (однако вовсе не обязательно физически доступным). Дотронуться до чего бы то ни было означает вступить с этим предметом в некоторые отношения. (Закрыв глаза, пройдитесь по комнате и обратите внимание, насколько осязание похоже на зрение, но только статичное, ограниченное.) Мы никогда не смотрим просто на одну вещь, мы смотрим на отношения между вещами и нами. Наше зрение все время активно, оно подвижно, оно удерживает вещи в пространстве вокруг себя, оно утверждает все то, что существует для нас таких, какие мы есть.
Вскоре после того как мы начинаем видеть, мы понимаем, что и нас можно увидеть. Этот чужой взгляд соединяется с нашим собственным взглядом, чтобы наша принадлежность к видимому миру стала вполне бесспорной.
Если мы осознаем, что можем видеть тот холм вдалеке, то неизбежно предполагаем, что и нас можно увидеть с того холма. Взаимность зрения более глубинна, чем взаимность словесного диалога. И нередко диалог – это попытка вербализовать наше видение, попытка объяснить, как (метафорически и буквально) «ты видишь вещи», попытка выяснить, как «он видит вещи».
Все изображения (в том смысле, в котором мы используем это слово в нашей книге) созданы человеком.
![](data:image/jpeg;base64,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)
Изображение – это воссозданное видение. Это явление (или множество явлений), изъятое из пространства и времени, где оно впервые явилось, и сохраненное – на несколько мгновений или на несколько веков. Всякое изображение воплощает в себе некоторый способ видеть. Даже фотография. Поскольку фотография, вопреки распространенному мнению, не есть автоматическая фиксация. Всякий раз, смотря на фотографию, мы помним (пусть хотя бы краем сознания) о фотографе, выбравшем именно этот предмет и перспективу из бесконечности других возможных предметов и перспектив. Это применимо даже к самому случайному семейному снимку. То, как фотограф видит мир, отражается в выборе объектов съемки. То, как художник видит мир, можно понять по тем следам, которые он оставляет на холсте или на бумаге. И хотя всякое изображение воплощает в себе определенный способ видения, наше восприятие и оценка в свою очередь зависят от нашего собственного способа видеть. (Так, например, Шейла может находиться в компании двадцати человек, но мы, по собственным субъективным причинам, не сводим глаз именно с нее.)
Сперва изображения создавались для того, чтобы воссоздать образ чего-то отсутствующего. Постепенно стало очевидно, что изображение может пережить то, что оно изображает, и продемонстрировать, как что-то выглядело (или кто-то выглядел) когда-то прежде, а следовательно, как изображенное виделось тогда другими людьми. Позднее было осознано, что картина фиксирует в том числе и специфическую точку зрения ее создателя. Картина стала свидетельством того, как А видел Б. Это было результатом возрастающего осознания личности, сопровождавшего возрастающее понимание истории. Будет легкомысленно пытаться точно датировать это последнее изменение. Но, вне всякого сомнения, такого рода осознание в Европе происходило с начала эпохи Возрождения.
Никакие другие реликвии и тексты не способны предоставить нам столь непосредственное свидетельство о мире, окружавшем людей в иные времена. В этом аспекте картины точнее и богаче литературы. Это не значит, что мы отрицаем экспрессивность и художественную силу искусства, толкуя его как исключительно документальное свидетельство; чем более образным и художественным является произведение, тем глубже оно позволяет нам разделить опыт, полученный автором от увиденного.
Однако, когда изображение подается как произведение искусства, на его восприятие влияют наши благоприобретенные представления об искусстве – представления, касающиеся: