звукорежиссерской рекомпозиции – на этот раз тема дается в виде двух движущихся с временным сдвигом линий – как искусственно сконструированный бесконечный канон. Камера, медленно панорамируя, также совершает полный круг. Итоговая звукозрительная конструкция становится квазиромантической метафорой действия Фатума – бесконечного воспроизведения в человеческой истории сюжета патетических амбициозных дерзаний, лирических рефлексий и их ниспровержений. «Закрытое» время ностальгии, как и время военной «повседневности», участвует в формировании культурно-творческой концепции фильма. Так, ландшафтные визуальные константы, объединяясь в фильме с разными музыкальными звучаниями, выявляют общую процессуальную основу музыки разных национальных и культурных традиций. Подобные внутренние соответствия возникают в планах с мощно текущей рекой. В пятой части картины кадр с несущейся водной гладью контрапунктирует среднеазиатскому напеву. Географический акцент музыкального топоса смещается в случае сопровождения аналогичного плана (во второй части) звучанием музыки Тору Такемицу – соединяясь с саундтреком японского фильма «Nami no Bon», визуальная константа подчеркивает изначальную водно-траурную семантику музыки, связанную с буддистской погребальной церемонией «шествия Духа на лодке». Итогом такого звукозрительного контрапунктирования «на расстоянии» становится расширение культурно-географического, национального и исторического объема траурно-ностальгической смысловой сферы фильма – включение в общий рефлексивный поток вместе с реалиями конкретной войны на таджико-афганской границе глобального контекста осмысления Мировых войн. Наиболее же характерен ностальгический тип времени для сновидческих сцен фильма. Собственно, зачинная первая часть картины и представляет собой тридцативосьмиминутное сновидение, и одновременно – квинтэссенцию осознанного музыкального мифотворчества автора. Это своеобразная заставка-интродукция, ядро всего последующего развития. В основе визуальной композиции – статичное изображение зимнего пейзажа с лесом, рекой и горами, сложноорганизованное во времени на основе длительной съемки в цейтрафере, с помощью последующего компьютерного безмонтажного комбинирования элементов и цветовой обработки.
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)
Духовные голоса (1995), Александр Сокуров
Оно развивается параллельно со столь же изощренно организованным аудиорядом, в котором синхронные шумы соединяются со звучанием радиопередачи о В. А. Моцарте – с Автором в роли закадрового комментатора.
Аудиовизуальная форма «интродукции» организуется в сопоставлении процессов, параллельно протекающих в аудиальном и визуальном рядах согласно ходу авторского рассуждения о судьбе и музыке композитора. Последнее же обнаруживает внутреннее соответствие с моцартовским классицистским типом выстраивания формы. Налицо явные черты сонатности: