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This practical guide presents a wide array of games and exercises designed to develop the players observation, imagination, presentation and self-confidence. This long-awaited new edition has been fully revised and extended, now including example workshops and an index of games to help instructors get the most out of the exercises in rehearsals, workshops and classes. Christine Poulter shares what she has learned from her students over the years, and opens up the language of the book to the worlds of youth work, healthcare, the prison service, 'customer care', management training, and secondary school education. This is an essential resource for directors, drama teachers, and students of Drama, Theatre and Performance at all levels. It will also be useful to anyone looking to improve their presentation skills.

This is an expository account of work on strong forms of the Axiom of Determinacy (AD) by a group of set theorists in Southern California, in particular by W. Hugh Woodin. The first half of the book reviews necessary background material, including the Moschovakis Coding Lemma, the existence of strong partition cardinals, and the analysis of pointclasses in models of determinacy. The second half of the book introduces Woodin's axiom system $mathrm{AD}^{+}$ and presents his initial analysis of these axioms. These results include the consistency of $mathrm{AD}^{+}$ from the consistency of AD, and its local character and initial motivation. Proofs are given of fundamental results by Woodin, Martin, and Becker on the relationships among AD, $mathrm{AD}^{+}$, the Axiom of Real Determinacy, and the Suslin property. Many of these results are proved in print here for the first time. The book briefly discusses later work and fundamental questions which remain open. The study of models of $mathrm{AD}^{+}$ is an active area of contemporary research in set theory. The presentation is aimed at readers with a background in basic set theory, including forcing and ultrapowers. Some familiarity with classical results on regularity properties for sets of reals under AD is also expected.