come in many varieties
1Varieties of Arabic — For the historical family of dialects, see Arabic languages. Different dialects of Arabic in the Arab world The Arabic language is a Semitic language characterized by a wide number of linguistic varieties within its five regional forms. The… …
2Varieties of Modern Greek — History of the Greek language (see also: Greek alphabet) Proto Greek (c. 3000–1600 BC) Mycenaean (c. 1600–1100 BC) Ancient G …
3Varieties of magic in Ethshar — This article summarizes the different varieties of magic and magicians in the fictional world of EthsharDemonologySummoning one or more demons, and convincing them to perform various tasks. Traffic between the realm of demons and Ethshar became… …
4come in all shapes and sizes — Something that can be found in many different forms, types or varieties, comes in all shapes and sizes. Computers come in all shapes and sizes these days …
5Spanish dialects and varieties — Spanish language …
6On the Tendency of Species to form Varieties; and on the Perpetuation of Varieties and Species by Natural Means of Selection — is the title of a joint presentation of two scientific papers to the Linnean Society of London on 1 July 1858; On The Tendency of Varieties to Depart Indefinitely from the Original Type by Alfred Russel Wallace and an Extract from an unpublished… …
7The Varieties of Religious Experience — The Varieties of Religious Experience: A Study in Human Nature is a book by the Harvard psychologist and philosopher William James that comprises his edited Gifford Lectures on Natural Theology delivered at the University of Edinburgh in Scotland …
8List of hop varieties — Hallertau hop cone This is a list of varieties of hop. Contents …
9Arithmetic of abelian varieties — In mathematics, the arithmetic of abelian varieties is the study of the number theory of an abelian variety, or family of those. It goes back to the studies of Fermat on what are now recognised as elliptic curves; and has become a very… …
10History of manifolds and varieties — The study of manifolds combines many important areas of mathematics: it generalizes concepts such as curves and surfaces as well as ideas from linear algebra and topology. Certain special classes of manifolds also have additional algebraic… …
