Введение
НЕИЗВЕСТНЫЙ 1945 г
Глубоко ошибается тот, кто считает «белые пятна» только атрибутом истории поражений. В силу ряда причин «белые пятна» присутствуют во всех периодах Великой Отечественной войны. Можно даже сказать, что период поражений 1941–1942 гг. лучше освещен в сравнении со второй половиной войны в силу большего общественного интереса к нему. Различались, пожалуй, только причины появления пропусков и умолчаний. Если в период поражений стремились замалчивать некоторые из них, то в 1944–1945 гг. предметом умолчания стали упущенные возможности и местные успехи противника.
Удачные выпады противника, необходимость на лету менять планы и форму операций задают интригу хода боевых действий. Первые месяцы 1945 г. для Германии, так же как и лето 1941 г. для СССР, не были скучным избиением младенцев. Фильм по сюжету бондаревского «Горячего снега», в сущности, можно снимать про любой период войны, в том числе про 1945 г. Марш батарей, подготовка позиций, тяжелый бой с перекатыванием немецких танков через позиции артиллеристов, полуокружение, неизвестность – все это могло быть не только в декабре 1942 г. под Сталинградом, но и в феврале 1945 г. под Арнсвальде.
Многочисленные «белые пятна» также являлись следствием общего подхода к описанию истории войны. Нельзя сказать, что события 1945 г. были преданы забвению. Но в наследство от СССР нам досталась странная смесь военно-исторических исследований. С одной стороны, существовала политизированная историческая литература, замусоренная рассуждениями о роли партии. Авторы таких многотиражных работ часто уходили от истории к вульгарной пропаганде. Своими корнями этот вид исторической литературы уходит в пропагандистские статьи и очерки времен войны, призванные воодушевлять на подвиги и учить на примере героев…
Не следует думать, что у нас был какой-то особый путь. Литература тактического эпизода имеет своих побратимов на Западе. Ее авторами двигало стремление показать войну глазами непосредственных участников событий. Однако такой подход требует репрезентативной выборки участников из самой гущи событий. Без скелета внятного общего описания сражения получается желе. Съезжание на тактические эпизоды бывает занимательно, но часто приводит к потере нити повествования о развитии событий и серьезным ошибкам. Однако из коротких штанишек описания войны как мозаики тактических эпизодов давно пора вырасти.
С другой стороны, в СССР существовали закрытые грифами «ДСП» и «Секретно» работы, ориентированные на подготовку будущих полководцев в училищах и академиях. Они во многом опережали время и по своей стилистике близки к новейшим исследованиям. Как правило, грифованные работы не были перегружены ролью партии и вполне внятно описывали развитие событий в тех или иных сражениях. Часто даже с нелицеприятными оценками принятых командирами и командующими решений. Этот вид исторических исследований также уходит своими корнями в военное время. Тогда с целью обмена опытом выпускались информационные бюллетени и сборники материалов по изучению опыта войны. Однако преимущественно учебные функции существенно снижали ценность этих книг как исторических работ. В первую очередь это касается практически полного забвения темы потерь. Данные о понесенных войсками потерях в грифованных работах, как правило, отсутствуют. Между тем понесенные потери являются важным критерием оценки интенсивности боевых действий, умения войск и правильности принятых командованием решений. Помимо освещения вопроса с потерями, необходимо без ханжества описать действия штрафных частей. Умолчание их действий привело к совершенно ненужному ореолу таинственности вокруг действий штрафников.
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)
Штабель корпусов танков «Королевский тигр». Германия, 1945 г. В заключительный период войны немецкая промышленность продемонстрировала чудеса производительности.
Конечно, не следует бросаться в другую крайность и превращать исследование операций в смакование цифр потерь. Это не более чем дешевый прием привлечения внимания к себе путем придания исследованию некоторой скандальности. Опять же, подсчеты погибших в большей степени требуют познаний в арифметике, нежели аналитического мышления. Еще одним минусом закрытых грифами книг является их устаревание с точки зрения освещения действий противника. Как правило, описание действий немецких войск основывалось на данных советской разведки с ее неизбежными промахами и пропусками.
Также необходимо отметить, что, несмотря на грифы «ДСП» и даже «Секретно», профессиональные советские исследования не были полностью лишены пропусков и умолчаний. Наше время, пожалуй, добавило легковесности и публицистичности. Можно было, не утруждая себя глубокими раскопками первичных материалов, выдвигать конспирологические теории и хлесткие определения. Круговерть тактических эпизодов сменилась простыми объяснениями сложных явлений: «Это произошло потому, что войсками командовал человек, порожденный кровавым коммунистическим режимом, боявшийся Сталина и заискивавший перед вождем». Объяснение той же степени убедительности, как «Он принял это решение, чтобы заставить замолчать голоса в своей голове».
Перед добросовестным исследователем истории войны открывается непаханое поле. Требуется перемолотить колоссальный массив документов, воспоминаний и вычленить из них ключи к развитию событий. Поиск простых объяснений и попытка уйти от многопланового повествования к скачкам по тактическим эпизодам, это не что иное, как капитуляция перед массивом нуждающейся в обработке информации. Анализировать броуновское (на первый взгляд) движение дивизий и корпусов действительно сложно. Их просто много, и информация об их перемещениях зачастую противоречива. Однако только таким способом можно понять, что произошло.
Несмотря на утрату стратегической инициативы, умирающий Третий рейх продемонстрировал целеустремленное, организованное и осмысленное сопротивление. Тезис о том, что вермахт в 1945 г. был совершенно недееспособен и трудности в проведении операций могли возникать только в случае ошибок командования, совершенно не соответствует действительности. В операциях 1945 г. присутствовала интрига в лице неожиданных поворотов событий, смены планов под нажимом обстоятельств и результативных, пусть даже и самоубийственных выпадов противника.
Битва за Рейх проходила в атмосфере, принципиально отличной от сражений за пределами Германии. Когда речь шла о самом существовании страны, под ружье были поставлены и стар, и млад, а оборонялись они с фанатичным упорством. То же упорство можно наблюдать в проводившихся немецким командованием операциях. Анализируя события 1945 г., я пришел к выводу, что описание битвы за Берлин необходимо начинать с января, т. е. с периода, когда были захвачены плацдармы на Одере в 60–70 км от немецкой столицы. В данном случае нельзя не согласиться с Озеровым, начавшим фильм «Битва за Берлин» именно с событий января-февраля 1945 г. Точно так же, как описание битвы за Москву традиционно начинают с операции «Тайфун» октября 1941 г., повествование о битве за Берлин должно начинаться с Висло-Одерской операции.