Bible Encyclopedias
Cavetto
Cyclopedia of Biblical, Theological and Ecclesiastical Literature
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)
is a concave molding of one quarter of a circle, used in the Grecian and other styles of architecture. (See COLUMN).
Copyright Statement
These files are public domain.
Bibliography Information
McClintock, John. Strong, James. Entry for 'Cavetto'. Cyclopedia of Biblical, Theological and Ecclesiastical Literature. https://www.studylight.org/​encyclopedias/​eng/​tce/​c/cavetto.html. Harper & Brothers. New York. 1870.