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    <title>West Michigan ATD upcoming events</title>
    <link>https://atdwestmi.org/programs</link>
    <description>West Michigan ATD upcoming events</description>
    <dc:creator>West Michigan ATD</dc:creator>
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    <pubDate>Tue, 14 Apr 2026 18:44:25 GMT</pubDate>
    <lastBuildDate>Tue, 14 Apr 2026 18:44:25 GMT</lastBuildDate>
    <item>
      <pubDate>Thu, 16 Apr 2026 13:00:00 GMT</pubDate>
      <title>Do Your Learning Technologies Work Together — Or Against You? (April 16, 2026)</title>
      <description>&lt;h3 align="center"&gt;&lt;/h3&gt;

&lt;p align="center" style="margin-bottom: 0px !important;"&gt;&lt;font face="Arial, Helvetica, sans-serif" color="#005B8E"&gt;&amp;nbsp;&lt;font style="font-size: 24px;"&gt;&lt;strong&gt;Do Your Learning Technologies Work Together — Or Against You?&lt;/strong&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;div align="center" style="font-size: 16px;"&gt;
  &lt;h2 style="margin-bottom: 0px !important; font-size: 16px;"&gt;&lt;/h2&gt;

  &lt;h2 style="margin-top: 0px !important; margin-bottom: 1em !important; font-size: 16px;"&gt;&lt;/h2&gt;
&lt;/div&gt;

&lt;p&gt;A cohesive learning technology ecosystem includes many elements: Vision, Audience and Macro Learning Needs, Governance, Delivery Methods, Procurement, Technology and Infrastructure, Evaluation, Organizational Structure, and an Implementation Plan.&lt;/p&gt;

&lt;p&gt;This session by Innovative Learning Group's (ILG) Senior Director of Technology and Visual Design, Matt Kurtin, highlights how integrating your learning technologies can eliminate redundancies, reduce friction, and amplify impact across your organization's entire learning strategy.&lt;/p&gt;

&lt;p&gt;At the end of the session, you'll be able to:&lt;br&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Identify the signs when your learning technologies are working against each other&lt;/li&gt;

  &lt;li&gt;Describe the key components needed to create a unified learning technology ecosystem&lt;/li&gt;

  &lt;li&gt;Determine strategies for eliminating technology silos and overlaps that waste resources&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;As a learning leader, you’ll leave ready to align your learning technology stack with your overall learning strategy — and drive real results through seamless integration.&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;About Matt Kurtin, Senior Director of Technology and Visual Design, Innovative Learning Group:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

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" width="219" height="225"&gt;&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

&lt;p style="line-height: 27px; margin-bottom: 0px !important; font-size: 16px;"&gt;&lt;font color="#000000" face="Arial, Helvetica, sans-serif" style="font-size: 16px;"&gt;&lt;font color="#000000"&gt;&lt;br&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;Matt Kurtin is Innovative Learning Group’s senior director of technology and visual design. With nearly 30 years of experience, he has guided a wide range of organizations in developing and executing technology strategies that drive learning and performance improvement. Matt brings deep expertise in building comprehensive learning strategies that address key components such as vision, audience needs, governance, delivery methods, procurement, infrastructure, evaluation, and implementation planning.&lt;/p&gt;

&lt;p&gt;Matt also provides insight into best practices for selecting, implementing, and integrating learning technologies to ensure they support strategic goals and deliver measurable results. His approach helps organizations make informed, scalable decisions that align learning systems with business priorities and learner needs.&lt;/p&gt;

&lt;h5 style="font-size: 16px;"&gt;&lt;strong style="color: rgb(51, 51, 51); font-family: &amp;quot;Open Sans&amp;quot;; font-size: 18px;"&gt;&lt;font color="#005B8E"&gt;&lt;font face="Roboto Condensed"&gt;&lt;strong&gt;Location (free parking on premises)&lt;/strong&gt;&lt;/font&gt;&lt;/font&gt;&lt;/strong&gt;&lt;/h5&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;font style="font-size: 16px;"&gt;&lt;font&gt;&lt;font style="font-family: Arial, Helvetica, sans-serif;"&gt;&lt;span&gt;&lt;span&gt;&lt;font color="#000000" face="Roboto Condensed"&gt;Kent County MSU Extension Office&lt;/font&gt;&lt;/span&gt;&lt;/span&gt;&lt;/font&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;p style="margin-bottom: 0px !important;"&gt;&lt;font face="Roboto Condensed" style="font-size: 16px;" color="#132824"&gt;775 Ball Ave. N.E. Grand Rapids, MI 49503&lt;/font&gt;&lt;/p&gt;

&lt;p&gt;&lt;font face="Roboto Condensed" style="font-size: 16px;" color="#132824"&gt;Conference Room A/B&lt;/font&gt;&lt;/p&gt;&lt;a href="https://maps.app.goo.gl/57xbbbvC15iP8S6PA" title="Click to Go to Google Maps" target="_blank"&gt;&lt;font color="#000000" face="Roboto Condensed"&gt;Directions (Google Maps)&lt;/font&gt;&lt;/a&gt;

&lt;ul style="font-size: 16px;"&gt;&lt;/ul&gt;</description>
      <link>https://atdwestmi.org/event-6599043</link>
      <guid>https://atdwestmi.org/event-6599043</guid>
      <dc:creator />
    </item>
    <item>
      <pubDate>Thu, 21 May 2026 13:00:00 GMT</pubDate>
      <title>From Burnout to Belonging: The Role of Emotional Intelligence at Work (May 21, 2026)</title>
      <description>&lt;h3 align="center"&gt;&lt;/h3&gt;

&lt;p align="center"&gt;&lt;font face="Arial, Helvetica, sans-serif" color="#005B8E"&gt;&lt;font style="font-size: 24px;"&gt;&lt;strong&gt;From Burnout to Belonging: The Role of Emotional Intelligence at Work&lt;/strong&gt;&lt;/font&gt;&lt;/font&gt;&lt;/p&gt;

&lt;div align="center" style="font-size: 16px;"&gt;
  &lt;h2 style="margin-bottom: 0px !important; font-size: 16px;"&gt;&lt;/h2&gt;

  &lt;h2 style="margin-top: 0px !important; margin-bottom: 1em !important; font-size: 16px;"&gt;&lt;/h2&gt;
&lt;/div&gt;

&lt;p align="left"&gt;Emotional intelligence is more critical than ever and yet we’re experiencing an emotional recession. Rising stress, burnout, polarization, and constant change have eroded empathy, self-awareness, and connection at work, even as the need for these skills continues to grow. For talent professionals, this gap is shaping employee experience, performance, wellbeing, and leadership effectiveness.&lt;/p&gt;

&lt;p&gt;In this session, we’ll explore why emotional intelligence is now a defining capability for individuals, teams, and organizations. Drawing on fresh research and real-world insights, we’ll examine the consequences of declining emotional intelligence and the powerful benefits of rebuilding it. We’ll discuss eight core elements of emotional intelligence as well as practical ways to strengthen them, both personally and across the workforce.&lt;/p&gt;

&lt;p&gt;Designed for talent, HR, and people leaders, this session will equip you with clear frameworks and actionable strategies to help you and the employees you support build emotional intelligence as a critical advantage for wellbeing, engagement, and performance.&lt;/p&gt;

&lt;p&gt;Learning objectives:&lt;br&gt;&lt;/p&gt;

&lt;ul&gt;
  &lt;li&gt;Understand the drivers and consequences of today’s emotional recession, including its impact on burnout, connection, performance, and employee experience.&lt;/li&gt;

  &lt;li&gt;Identify the eight core elements of emotional intelligence&lt;/li&gt;

  &lt;li&gt;Explore practical strategies to build emotional intelligence at work&lt;/li&gt;
&lt;/ul&gt;

&lt;p&gt;&lt;strong&gt;&lt;font face="Arial, Helvetica, sans-serif"&gt;&lt;br&gt;
About Dr. Tracy Brower, PhD Sociologist, Author, and VP of Workplace Insights at Steelcase:&lt;/font&gt;&lt;/strong&gt;&lt;/p&gt;

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&lt;p&gt;Dr. Tracy Brower is a PhD sociologist studying community, happiness and the future of work and life. She is a Global 50 Thinker and the award-winning author of three books: Critical Connections, The Secrets to Happiness at Work and Bring Work to Life. She is the vice president of workplace insights with Steelcase and a senior contributor to Forbes and Fast Company. She is a Top 101 Experience and Engagement Influencer, and her work has been translated into 25 languages, while her TEDx talk has been viewed 8.6 million times.&lt;/p&gt;

&lt;p&gt;In addition, she is an award-winning speaker with over 25 years of experience working with global clients to achieve business results. Tracy is on the advisory board for Kids Food Basket and for the CoDesign Collaborative. In addition, she is a coach and advisor for the Center for Leadership at Hope College and an advisor to the Michigan State University Master of Industrial Mathematics Program. She is a award-winning faculty member for CoreNet Global and for Hacking HR. Tracy’s work has been featured on CBS News, TEDx, The Wall Street Journal, Work-Life Balance in the 21st Century (book), Globe and Mail (Canada), InsideHR (Australia), HR Director (UK), T3N (Germany), Morning Wave in Busan (South Korea), Real Estate Review Journal, Fortune, Inc. Magazine, HBR (France), multiple podcasts and more.&lt;/p&gt;

&lt;p&gt;Tracy holds a PhD in Sociology, a Master of Management in Organizational Culture, and a Master of Corporate Real Estate with a workplace specialization. You can find her on LinkedIn, X, TikTok, Instagram, Goodreads, Unsplash (photography) or at tracybrower.com. You can sign up for Tracy's mailing list here and Tracy’s LinkedIn Newsletter, Connecting the Dots, here.&lt;/p&gt;

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&lt;p style="margin-bottom: 0px !important;"&gt;&lt;font face="Roboto Condensed" style="font-size: 16px;" color="#132824"&gt;775 Ball Ave. N.E. Grand Rapids, MI 49503&lt;/font&gt;&lt;/p&gt;

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      <link>https://atdwestmi.org/event-6599061</link>
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