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) 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SOC327 Study Guide - Gentrification, Crime Prevention, Environmental Design

Canada

Criminal Justice Administration in Canada

Sociology

Alison Dunwoody

University of Alberta

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SOC327 Study Guide - Gentrification, Crime Prevention, Environmental Design

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