Л. Кравчук являлся типичным выходцем из позднесоветской высшей партийной номенклатуры: с 1988 г. он зав. отделом агитации и пропаганды ЦК КПУ, затем – зав. идеологическим отделом, секретарь ЦК КПУ, с 1990 г. член ЦК КПСС, председатель Верховного Совета УССР. 24 августа 1991 г. Верховный Совет принял Акт независимости Украины, а Кравчук стал председателем ее Верховной рады.
В ноябре 1991 г. Кравчук заявил, что проект нового Союзного договора не имеет перспектив[1], и поэтому он не будет его подписывать[2]. «Через десять рокiв, – обещал Кравчук своим избирателям, на президентских выборах 1991 г., – Украïна стане самою багатою державою Європи…, другою Францiєю».
1 декабря 1991 г. Кравчук стал президентом Украины, 8 декабря он подписал Беловежское соглашение о прекращении существования СССР, а 19 июня 1992 г. – закон о полном исключении упоминания об СССР из Конституции Украины. Именно «Украина, – заявлял Кравчук, – покончила с трехсотлетним господством России»[3]. Именно украинский народ, повторял он в 2016 г. «явился могильщиком СССР»[4].
Экономический детерминизм
К 1991 г. Украина была развитой индустриальной республикой, имевшей самый передовой научно-промышленный потенциал в области ракето-, авиа-, судо-, станко- и приборостроения. По площади Украина занимала 1-е место в Европе, украинские черноземы славятся на весь мир. По своей экономической мощи она превосходила все постсоветские страны (Гр. 1). По численности населения в 1991 г. в ~52 млн. чел., Украина превосходила Польшу ~38 млн. и все Прибалтийские страны вместе взятые ~7 млн., или в 1,6 раза – население ГДР (~17 млн. чел.) и Чехословакии (~16 млн. чел.) вместе взятые.
Гр. 1. ВВП в 1991 г. (млрд долл., ППС)[5]
Для того чтобы стать «другою Францiєю» Украине, убеждал в 1991 г. украинцев Кравчук, нужно только освободиться от ига Москвы: «Украина – європейська держава – за можливостями, московська колонiя – за становищем». «Независимость Украины означает, – пояснял Кравчук, – что наша промышленность будет работать на потребности людей, а не обслуживать сверхдержаву. Учитывая, что республика производит 5 % мировой продукции, а ее население составляет 0,8 % жителей земли, независимость означает повышение благосостояния каждого гражданина»[6].
Украина получила в наследство от СССР лучшие в климатическом и географическом отношении земли, – указывал следующий президент Л. Кучма, – что обещает ей богатые перспективы, в отличие от русских, положение которых он описывал словами Гоголя: их «местоположение… однообразно-гладкое и ровное, везде почти болотистое, истыканное печальными елями и соснами, показывало жизнь не живую, исполненную движения, но какое-то прозябание, поражающее душу мыслящего»[7]. Свой труд Кучма завершал фразой: «по главным показателям на душу населения и по благосостоянию Украина не будет позади России»[8].
Кучма тут же приводил наглядный пример: Россия несет невероятные затраты на преодоление ее огромных расстояний. Украина же в этом отношении наоборот очень компактна. А кроме этого, в связи с тем, что она расположена между Европой и Россией, «Украина имеет наибольший в Европе коэффициент транзитности… Наша страна расположена так, что через ее территорию естественным образом прошли важнейшие наземные и воздушные пути». «Польша по этому показателю занимает второе место, и каждый год получает от транзита более 4 млрд. долларов»[9].
Наследник Кучмы – В. Ющенко в 2004 г. обещал украинцам догнать уже не Францию, а только «Польшу – за 10 лет»… «Украина, – пояснял Ющенко, – крупнейшее по территории европейское государство, которое имеет возможности в торговле, энергетике и сельском хозяйстве. Как можно недооценить ее важность для Европы?»[10]. При этом, повторял Ющенко, «Украина хотела бы закрепить за собой интересы самого крупного транзитного государства в Европе»[11]. Подчеркивая свое особое положение, Украина ратифицировала Соглашение о создании СНГ, но не подписала его Устав; не став, таким образом, членом СНГ, но оставшись его участником.
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)
Все это время Киев, опираясь на свой промышленный потенциал и выгодное географическое положение, доставшиеся ему в наследство от СССР, еще надеялся на возможность проведения своей собственной незалежной политики. «Мы пытались убедить себя, – пояснял Кучма, – что речь идет о нашей интеграции в качестве равноправного партнера. Однако из-за малой конкурентоспособности национальной экономики такое равенство фактически исключено… Пространство возможностей высокотехнологического развития, которыми располагает Украина, сужается, время работает против нас…»[12].
К началу 2000-х гг. Украина не смогла даже выйти из постперестроечного кризиса, восстановив свою экономику всего наполовину, от уровня 1990 г., в то время как страны Восточного ЕС уже давно превзошли его[13]. Основная причина продолжавшегося кризиса, заключались в резком сжатии – схлопывание того рынка, которое произошло с распадом СССР (Гр. 2). Принципиальное значение рынка объясняется тем, что именно его емкость, при прочих равных условиях, определяет уровень производительности труда, темпы накопления Капитала, а следовательно перспективы экономического и цивилизационного развития.
Гр. 2. ВВП и Экспорт Украины в постоянных ценах, 1900=100[14]
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)
Пример, подобного схлопывания рынка, давало разрушение европейских континентальных империй, по итогам Первой мировой войны. Последствия в 1919 г. описывал известный британский экономист Дж. Кейнс: «Экономические фронты были терпимы, так долго, как огромные территории были включены в несколько больших империй, но они будут нетерпимы, когда империи Германии, Австро-Венгрии, России и Турции разделены между двадцатью независимыми государствами»[15]. «Европа, разделенная на тридцать государств, ежедневно видит, – подтверждал в 1922 г. премьер-министр Италии Ф. Нитти, – как ее покупательная способность снижается»[16].
«Как только экономическое единство Континентальной Европы нарушается, – подводил итог Нитти, – возникающая в результате депрессия становится неизбежной»[17]. Действительно, в конечном итоге, во всех без исключения странах Европы, которые не имели заморских колоний и не получали репараций с Германии, к 1930-м гг. установились профашистские или националистические диктатуры, а мировая экономика обрушилась в ад Великой Депрессии.
От повторения подобного итога, после распада СССР, восточноевропейские страны спасло только и исключительно их вступление в ЕС, который обеспечил своих новых членов, не только бесплатными и дешевыми финансовыми ресурсами, но и, что еще более существенно, – открыл для них свой рынок товаров и рабочей силы.