WA State SHRM Northwest District
FREE webinar for members!
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)
Sharing the love with our SHRM Members from Mt Baker, Skagit Island, and Snohomish County SHRM Chapters and offering a free educational webinar with SHRM and HRCI credits!
Non-members can participate for a small fee. Register through your local chapter!
![](data:image/png;base64,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)
Date/Time: Wednesday, February 14, 2024 | 11:45am - 1:00pm
Location: Zoom
Topic: Optimizing HR Operations through Lean Principles
Process improvement opportunities exist in every department within an HR Organization. Let us share how Lean Methodologies can resolve your HR challenges as well as increase your efficiency and capacity while using your existing team & resources.
During this engaging session, we will share the basic principles of Lean Six Sigma and how they directly apply to HR. Using real examples and Lean methods, you will experience how to improve processes and procedures to maximize your performance. This will be an interactive session, full of thought provoking conversation and ways to overcome today's challenges.
We will explore the opportunities Lean creates for company culture, capacity and employee engagements. From our session, you will receive knowledge, tools and actionable templates to use within your organization. Join us to learn how Lean can help you throughout 2024 and beyond..
Presented by:
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)
Jeff Gray is an ASQ Certified Six Sigma Black Belt and has trained, coached/mentored leaders, managers and frontline associates to execute Lean methodologies within a multitude of industries and operations. Jeff takes pride in building long lasting relationships with individuals and organizations wishing to target the elimination of operational inefficiencies directly impacting operating cost, revenue loss, market growth, innovation, employee and customer loyalty.
Mason Gray is a graduate of Bellingham Technical College with a Fisheries & Aquaculture Sciences Certification. After Graduating in June 2018, Mason realized the benefits his father's company Lean Revisions would bring to the Whatcom County Community. Lean Revisions specializes in Lean Six Sigma business optimization methodologies to reach operational success. Since opening the second branch of the company, Mason has helped many community members and businesses through Lean Six Sigma consulting services, reach goals, breakthrough targets and operate for what's to come.