Как я вернулся в отчий дом и встретил сингулярность. Алексей Ефремов

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Как я вернулся в отчий дом и встретил сингулярность - Алексей Ефремов

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      Имеется ввиду композиция «Кабриолет» российской певицы Любови Успенской.

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