‘Impact and improvement’ refers to the work that you do to both understand the changes to which your practice contributes and to make your practice even better, as part of an ongoing, data-driven process, rooted in theory of change and MEL (monitoring, evaluation, and learning) plans.
The Impact and Improvement Standards offer a framework, self-assessment tool, and process for youth organisations or teams to develop their approach to impact and improvement.
This document provides a brief overview of the tool and process, and is designed to support potential users and/or those coaching or mentoring users of the Standards.
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Description automatically generated with low 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)