.
К началу 80-х гг. 1000 вузов США требовали теста SAT (на способности к наукам – 2 теста по 800 баллов) или (с 1959 г.) экзамена CAT (на академические знания – 36 баллов), и ежегодно их проходило 2 млн человек. При этом на 1975 г. не более 13 % всех вузов требовали более 1000 баллов по SAT и 24 по CAT. В таких вузах (университеты высокой и средней селекции и колледжи высокой селекции) училось около 21 % студентов (притом что 42 % всех студентов учились в колледжах, вообще не практиковавших SAT или CAT)>99.
В СССР и позже в других социалистических странах, руководствовавшихся идеологическими представлениями о перспективе ликвидации интеллигенции как особого социального слоя и «стирании различий между физическим и умственным трудом», форсирование роста численности студентов было, естественно, первостепенной заботой властей, совершенно не смущавшихся качеством студенческого контингента и долгое время практиковавших не только прием без вступительных экзаменов, но и лиц, не имевших полного среднего образования (в начале 1918 г. имелось всего 60 тыс. студентов вузов, к осени 1919 – 117 тыс. вдвое больше, а по другим сведениям – даже 221,3 тыс)>100. После некоторых колебаний в середине 20-х гг. число студентов вузов и техникумов (своеобразный аналог западным двухгодичным колледжам) росло огромными темпами. По десятилетиям прием, выпуск и число студентов (тыс. чел.) выглядели так:
![](data:image/png;base64,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)
В целом за довоенный период было подготовлено 1208,2 тыс. чел. с высшим и 1790,3 тыс. чел. со средним специальным образованием, за войну – 302 и 539,8, а за послевоенный период до 1970 г. – 7 624,8 и 12 432,6 тыс. чел. соответственно>101. В послевоенное время наиболее высокие темпы роста имели место в 1955–1965 гг. Среднегодовое увеличение приема в вузы и техникумы составило в 1955–1960 гг. 6,3 %, в 1960–1965 гг. – 6,5 %, в 1965–1970 гг. – 2,3 %, в 1970–1975 гг. – 1,6 %, в 1977–1978 гг. – 0,9 %>102.
В восточноевропейских соцстранах проводилась, в принципе, аналогичная политика, лишь в несколько более скромных масштабах. В Польше число студентов выросло с 56 тыс. в 1945 г. до 150 тыс. в 1950 г., план на 1961–1980 гг. предусматривал четырехкратное увеличение, в т. ч. десятикратный рост на вечернем и заочном при дневном всего в 2,6 раза. Но т. к. пришлось значительно понизить требования к кандидатам, уровень, особенно на вечернем отделении, резко упал, и увеличился отсев>103. В Румынии лиц с высших образованием в 1950 г. выпущено 8,4 тыс., в 1960 г. – 10,9 тыс., в 1970 г. – 24,5 тыс.; со средним специальным: в 1951 г. – 128 тыс., в 1961 г. – 151,1 тыс., в 1971 г. – 154 тыс.