to take one's choice

  • 101Dealer's Choice (The Twilight Zone) — Dealer s Choice The Twilight Zone episode Scene from Dealer s Choice Episode no. Season 1 Episode 8c …

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  • 102List of minor One Piece characters — The following is a list of minor characters in the manga and anime series One Piece : AisaAisa (アイサ) is a small girl and, since she was born, she could sense via Mantra whenever anyone dies or is severely wounded. Because of this, she hates it… …

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  • 103For One More Day — is a 2006 novel taken place during the mid 1900 s by the acclaimed sportswriter and author Mitch Albom. It opens with the novel s protagonist planning to commit suicide. His adulthood is shown to have been rife with sadness. His own daughter didn …

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  • 104Formula One — F1 redirects here. For other uses, see F1 (disambiguation). For other uses, see Formula One (disambiguation). Formula One Category Single seater Country or region Worldwide …

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  • 105History of Formula One — Formula One has its roots in the European Grand Prix motor racing ( q.v. for pre 1947 history) of the 1920s and 1930s. However, the foundation of Formula One began in 1946 with the Fédération Internationale de l Automobile s (FIA s)… …

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  • 106Mate Choice — is the process in which one organism chooses another one to mate with. The overall reason for mate choice in any species is to pick a mate that can provide better genetic material that will produce more fit offspring that are more likely to… …

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  • 107Midnight's Choice (novel) — Midnight’s Choice   …

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  • 108List of One Piece episodes (season 9) — The cover of the first DVD compilation released by Toei Animation of the ninth season The ninth season of the One Piece anime series was directed by Kōnosuke Uda and produced by Toei Animation. Like the rest of the series, it follows the… …

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  • 109Delayed choice quantum eraser — Quantum mechanics Uncertainty principle …

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  • 110axiom of choice — Math. the axiom of set theory that given any collection of disjoint sets, a set can be so constructed that it contains one element from each of the given sets. Also called Zermelo s axiom; esp. Brit., multiplicative axiom. * * * ▪ set theory… …

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