Addressing the need to attract and retain workers in the Wide Bay region, Timber Queensland is partnering with Jobs Queensland to develop a workforce plan and action-based initiatives for the forest and timber industry through a new state government funded ‘Grow Your Own’ program.
Representatives from employers in the Wide Bay region are meeting regularly to pinpoint and endorse focus areas, assist with gathering information, identify key issues and help find solutions to develop, implement and monitor the regional workforce plan.
This group has been working on developing a Wide Bay forestry industry snapshot, a document that provides an analysis of employment and training trends in the Wide Bay region and forestry-related industries.
This report, produced for Jobs Queensland, aims to support the “Grow Your Own” Regional Workforce Program by identifying workforce challenges in the Wide Bay forestry region. This will inform the development of mechanisms to implement action-based, locally focused and led workforce planning and initiatives. Specifically, it provides an analysis of the employmentand training data and trends within the Wide Bay region and forestry-related industries. It identifies workforce challenges and opportunities.
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Grow Your Own Workforce. Region and industry snapshot.
Wide Bay region and the forestry region.
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Jobs Queensland and Timber Queensland will be hosting a forum in Gympie in November bringing together regional and industry stakeholders to present the findings of the snapshot and facilitate discussion to identify strategies and workforce planning actions to be adopted.
The skills and experience Timber Queensland is gaining from working with Jobs Queensland on the Wide Bay ‘Grow Your Own’ program can be applied in other major forest and timber industry regions in Queensland.
This initiative is funded by Jobs Queensland as an action arising from the Good jobs. Good people: Queensland Workforce Strategy 2022-2032.
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)