Чет­вер­тичнaя геоло­гия (ос­но­вы и ме­то­ды исс­ле­довa­ния). С. Кусaинов

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Чет­вер­тичнaя геоло­гия (ос­но­вы и ме­то­ды исс­ле­довa­ния) - С. Кусaинов


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