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)
Образовательный кредит с господдержкой – это целевая помощь студентам, при котором для заемщика действует фиксированная ставка – 3%
Это очень выгодно, поскольку сегодня процентная ставка на рынке кредитования варьируется от 17 до 28%, а образовательный кредит можно получить стабильно со ставкой 3%, при этом, оставшуюся часть % за обучающегося погашает государство
Кроме того, обркредит можно выплачивать в течение длительного времени – до 15 лет, что позволяет сделать ежемесячные платежи необременительными даже для молодых специалистов
Подробную информацию об условиях программы вы можете изучить в специальном пособии, а также в разделе «Вопросы и ответы» на сайте Минпросвещения России