В настоящей жизни, в действиях своих мы должны быть сынами отечества, гражданами России, ибо космополит в сем отношении безумец, самоубийца в гражданском обществе…
Н. Полевой
![](data:image/jpeg;base64,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)
В первой части книги внимание преимущественно было уделено Западу, представшему в образах Древней Греции и Древнего Рима. Вторая часть книги посвящена судьбам Руси и Российского государства, а также народов, населяющих земли огромного евразийского континента, их роли в судьбах мира. Мы рассматриваем историю России как часть единой картины человечества, написанной гениальнейшим коллективным художником. Академик Д.С. Лихачев, говоря о русских летописях, изволил заметить: «Летопись фиксирует лишь часть событий, создавая впечатление необъятности исторического движения. Летопись не замыкается в одном сюжете (например, в рассказе о войне или битве, биографии князя и т. п.). Тема повествования летописи – история княжества, русская история в ее целом. Но и русская история в летописи не замкнута, а связана своим началом с историей «всемирной» в ее средневековом понимании. Всемирная история обычно предваряет собой в летописях русскую историю. В начале многих русских летописей идут сокращения из хроник и хронографов. Вырывая из общего потока многочисленных событий то тот, то иной факт и фиксируя его в своих записях, летопись создает впечатление неохватного обилия событий человеческой истории, ее непостижимости, ее величия и бого-направляемости». Можно ли охватить всю историю? В.Н. Татищев писал: «Посему можно кратко сказать, что никакой человек, ни одно поселение, промысл, наука, ни какое-либо правительство, а тем более один человек сам по себе, без знания оной (истории) совершенен, мудр и полезен быть не может». Сегодняшние темпы развития, характер изменений в положении стран и народов, перемены, идущие на планете, наконец, возможности развития личности и общества настолько масштабны и революционны, а в ряде случаев порой тревожны и губительны, что нельзя оставаться равнодушными созерцателями происходящего. Сегодня центры мира – экономические, энергетические, интеллектуальные, культурные, силовые – меняют места расположения, сдвигаются в Азию и в Россию. Последствия этих перемен предугадать трудно. Напомним, что переселение народов привело сначала к делению Римской империи на части, а потом и к ее гибели. Сегодня, когда делается попытка силой сформировать новый облик планеты, подвластной одной стране, трудно избавиться от ощущения, что мир – это арена зверей, на которой «одно пожирает другое» (А. Шопенгауэр).
![](data:image/jpeg;base64,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)
Преподобный Нестор Летописец
История Запада, его цивилизация при всем ее богатстве является только частью истории человечества, важной и значимой, но все же только частью… К. Ясперс в «Смысле и назначении истории» прав, говоря о параллельном характере процесса истории, но при этом он ошибочно считал, что с Европой «следует сопоставлять Китай и Индию, но не Азию в целом как географическое понятие». Еще более спорен его тезис о том, что «напрасно делались попытки охватить ход истории в целом». Велика и необъятна мировая история. Охватить весь ее ход вряд ли возможно из-за огромного числа событий и фактов, ограниченности и слабости человеческих знаний, каковые присущи отдельному уму или пусть даже коллективу единомышленников, если таковой найдется, но время настоятельно требует осуществления подобной дерзновенной попытки умами ведущих ученых. Предстоит выбрать из обилия событий и фактов ключевые точки истории, позволяющие дать широкую панораму умственного, военного, экономического и культурного развития стран и народов. Придется в той или иной мере выступить в роли новых летописцев. Возможно, тем самым удастся дать молодым поколениям, что порой несутся по опасному и бурному морю бытия без руля и ветрил, более надежный компас.
![](data:image/jpeg;base64,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)
Богоматерь
Представители старой русской культуры работали основательнее, «пахали» глубже, имея более весомый культурный багаж, обладали большей степенью свобод. Не считая себя «гражданами мира», они всесторонне, основательно изучали историю и культуры народов. Любовь к истине позволяла им и при наличии явных пристрастий быть объективными, видеть дальше и лучше. «Прошедшее нужно знать не потому, что оно прошло, а потому, что, уходя, не умело убрать своих последствий» (В.О. Ключевский). И прекрасно, что не успело. И все же повторять азы прошлого – не наша задача. Наша забота – настоящее, но еще в большей степени будущее. «Настоящее чревато будущим и обременено прошедшим» (К. Лейбниц). А чтобы будущий плод явился на свет, надо помнить о прошлом. Ведь возможны новые ошибки, которые могут произойти в силу незнания или недооценки событий прошлого. Жизнь не стоит на месте. На первый взгляд, развитие мира носит хаотичный, неконтролируемый характер. Процесс идет параллельно, независимо, в разных временных плоскостях. Средства существования скудны и ограничены, и народы вынуждены за них сражаться и конкурировать. Причем подчеркнем: это соперничество носило и носит не только торговый, но и военный характер. И хотя «мечом не доказывают истины» (А.С. Хомяков), но все ведущие державы и народы, как мы показали, веками жили за счет побед, захватов, колонизаций. Менялись объекты, территории, предметы и субъекты соперничества и конкуренции. Однако в любом случае успех или поражение в этом извечном споре приносили такие свойства, как ум, энергия, сила народов, и способности их правящих элит, т. е. руководителей государств… Правда, по мере взросления народов, развития образования, знаний, экономик, наук народы чаще взаимодействуют, чем воюют. По мере развития соперники находят и другие области конкуренции и соперничества. Но это имеет место только в относительно спокойные эпохи, что довольно редкое явление в истории.