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AAG fact sheet: Unpacking reablement - Fact sheet 3 - Australian approaches to reablement in residential aged care

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AAG played a lead role in identifying, collating and consolidating the evidence and perspectives on wellness and reablement.

In six fact sheets and videos, AAG explains terminology, describes current practices and case studies, and references international guidance and evidence.

This project was funded by the Australian Government through the Dementia and Aged Care Services Fund.

The six fact sheets were developed with the support of the Expert Reference Group for the AAG Reablement Project 2017-20.
They are:

AAG Fact Sheet 1: Definitions of key aged care terms and acronyms used by the Australian Government
AAG Fact Sheet 2: Australian approaches to reablement in the Home Support and Care Program
AAG Fact Sheet 3: Australian approaches to reablement in residential aged care in Australia
AAG Fact Sheet 4: List of published evidence on reablement approaches
AAG Fact Sheet 5: Case studies exploring reablement approaches
AAG Fact Sheet 6: International guidance documents on reablement approaches.

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AAG report,Guidance documents for practitioners,Policy

Creation Date: 02 Nov 2022

Latest Update: 01 Dec 2023

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