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COUNTING-OUT; CHOOSING SIDES COUNTING-OUT; CHOOSING SIDES AND TURNS; "WHO'S IT?" Counting-out rhymes and other methods of choosing players for games form one of the most interesting topics in the whole study of children's games. Such rhymes and methods are found in use all over the world and are prehistoric, having descended like the great mass of children's games from the serious practices of adults in the childhood of the race. Classic literature has innumerable references to such customs, as where in the _Iliad_ the heroes cast lots in the cap of Atrides Agamemnon to know who shall go forth to battle with Hector, or choose by similar means their places in the funeral games for Patroclus. Many instances of the use of these practices are recorded in Scripture, including the famous one of the casting of lots for the seamless garment. Much collecting and investigating have been done as to these methods, several collections of counting-out rhymes, covering hundreds of examples, having been made in the interests of folklore, the history of magic, etc. Such rhymes are found in Asia, Africa, Europe, and America, not to mention the Sandwich Islands and other places presenting primitive conditions. The largest collection and most thorough study published in America was that made by Mr. H. Carrington Bolton of the Smithsonian Institute. These rhymes unquestionably originated in old superstitions and rites, including incantations of the old magicians and practices of divination by lot. The doggerel of counting-out rhymes is often traceable to old Latin formulas used for these purposes, a fact that shows the absurdity and artificiality of purposely manufactured rhymes. In the majority of games it is necessary to assign various players to their parts in some manner that shall be strictly impartial. Thus, one player may have to be chosen to be "It"--that is, to take the prominent, arduous, or often disadvantageous or disagreeable part; for example, the part of "Black Tom" in the game of that name, the "blind man" in blindfold games, etc. In many other games the players have to determine who shall have the first turn, or the order of rotation in which all shall play, as who shall be the first back in leapfrog, etc. In still other games, such as Prisoners' Base, Black and White, and ma
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