В середине мая 1800 года Наполеон с тридцатью шестью тысячами войска перешел через Большой Сен-Бернар, осуществив предприятие, до той поры считавшееся совершенно немыслимым. Почти четырнадцать дней необозримый караван людей, животных, техники и припасов тащился из Мартиньи через Орсьер по долине Антремон, затем по бесконечным, казалось, серпантинам вверх к перевалу на высоте двух с половиной тысяч метров над уровнем моря, при этом тяжелые стволы пушек приходилось укладывать в выдолбленные бревна и волочить по снегу и льду, а местами и по свободной уже от снега скальной породе.
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)
К числу немногих участников легендарного перехода через Альпы, не оставшихся безымянными, принадлежал Анри Бейль. Было ему тогда семнадцать лет, он как раз переживал расставание со столь ненавистными ему детством и юностью и не без энтузиазма предвкушал вступление на поприще армейской службы, которое, как мы знаем, впоследствии открыло ему многие пути на просторах Европы. Записки, которые он набросал в возрасте пятидесяти трех лет – тогда он на время осел в Чивитавеккье – и в которых пытался воскресить в памяти тяготы тех дней, наглядно демонстрируют самые разные сложности вспоминания. Кое-где его представления о прошлом сводятся к одним только панорамам бескрайних серых полей, а иной раз он внезапно натыкается в памяти на картины столь поразительной ясности, что, кажется, сам не решается принимать их на веру; таков, например, образ генерала Мармона, якобы встреченного им в Мартиньи с левой стороны от дороги, по которой тащились обозы, при этом генерал, как представляется Бейлю, был облачен в мундир члена Государственного совета, с небесно-голубой по темно-синему нашивкой; в точности таким, уверяет нас Бейль, видит он его и поныне, стоит лишь, закрыв глаза, вызвать в памяти давнюю сцену, хотя, как ему прекрасно известно, Мармон должен был быть в генеральской форме, а вовсе не в синем штатском наряде.
Уверив нас, что по причине нелепейшего воспитания, направленного исключительно на развитие навыков, почитаемых третьим сословием, сам он к тому моменту имел конституцию четырнадцатилетней девицы, Бейль пишет, что трупы лошадей по обочинам и прочий хлам, какой ползущая вперед армия оставляла за собой, оказали на него воздействие, которое лишило его возможности сохранять и впредь ясное представление о том, чтó именно тогда пробуждало в нем ужас. Словно чрезмерность впечатления, так ему представляется, грубым насилием разрушила последующие воспоминания. По этой причине приведенный ниже рисунок следует рассматривать как своего рода вспомогательное средство – с его помощью Бейль пытается вызвать в воображении картину того, что было в действительности, когда воинское подразделение, в составе которого он двигался вперед, угодило в районе деревни и крепости Бар под обстрел. В – это местечко Бар. Три буквы С в правой верхней части рисунка обозначают пушки крепости, которые обстреливают точки L, L, L на дороге, тянущейся по верху крутого склона Р. Буквой Х отмечено место внизу, в пропасти, где лежат лошади, что, в ужасе оступившись, рухнули вниз – и их уже нельзя было спасти; Н означает Анри (Henri), позицию рассказчика. Конечно, когда Бейль действительно был в той точке, он видел происходящее иначе, поскольку в реальности, как мы знаем, все всегда по-другому.
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)
Впрочем, пишет Бейль, даже в тех случаях, когда речь идет о воспоминаниях, сохраняющих определенную близость к реальности, полагаться на них все же не стоит. Не менее яркое впечатление, чем великолепное явление генерала Мармона в Мартиньи, в самом начале подъема, произвела на него открывшаяся сразу же после преодоления наиболее трудного участка пути – спуска с перевала – долина Сен-Бернар в утренних лучах солнца. Он не мог оторвать взгляд от этой прекрасной картины, а в голове у него все время крутились итальянские слова – quante miglia ci sono da qui a Ivrea и donna cattiva[1], – за день до того впервые услышанные от священника, у которого он квартировал. Бейль пишет, что долгое время пребывал в уверенности, будто помнит эту дорогу верхом до мельчайших подробностей, в особенности же картину, какую при угасающем свете дня явил собой впервые открывшийся ему с расстояния примерно в три четверти мили город Ивреа. Там, где долина, расширяясь, медленно переходит в равнину, лежал этот город, чуть правее центра, в то время как слева, сколько хватало глаз, вздымались горы – все выше и выше к вершине Резегоне-ди-Лекко, которая впоследствии будет значить для него так много, а совсем уж на заднем плане высилась Монте-Роза.
Для него, пишет Бейль, стало глубоким разочарованием, когда несколько лет спустя, перебирая старые бумаги, он наткнулся на гравюру под названием «Prospetto d’Ivrea» и вынужден был признаться себе, что картина лежащего в закатных лучах города из его якобы собственных воспоминаний представляет собой не что иное, как копию этой самой гравюры. Потому и не следует, советует Бейль, приобретать гравюры с хорошими видами на встреченное в пути. Ибо вскоре гравюра целиком завладеет тем местом в памяти, которое отведено для собственного нашего воспоминания об этом, и, можно сказать, разрушит его. К примеру, чудесную «Сикстинскую Мадонну», виденную в Дрездене, Бейль, как ни старался, вспомнить не мог совсем, поскольку ее образ вытеснила гравюра, сделанная с картины Мюллером, а вот дрянные пастели Антона Менгса из той же галереи, гравюр с которых он позднее нигде не встречал, отчетливо отпечатались в памяти.