Kanban Coaching (KC)

<h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">Description</span></h4><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Applying Kanban’s gradual, non-traumatic approach to change, and leveraging the Kanban Maturity Model, coaches see more buy-in and greater success. Learn the techniques and mindset to extend your coaching skills.</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><img class="img-fluid" loading="lazy" 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" style="box-sizing: border-box; vertical-align: middle;"></p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">Learning Objectives:</span></h4><ul style="box-sizing: border-box; padding-left: 2rem; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;">Psychology and sociology of change; Change management and resistance to change.</li><li style="box-sizing: border-box;">Motivating and Implementing change.</li><li style="box-sizing: border-box;">Using the Kanban Maturity Model (KMM) as a tool for change and improvement.</li></ul><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><img loading="lazy" src="https://d28wcrfr1raun5.cloudfront.net/images/8989cfdb264c7d45e508fca6b2a66f85" style="box-sizing: border-box; vertical-align: middle; width: 207px;"></h3><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">Audience</span></h4><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">This class is intended to extend the coaching skills of those who have already taken the Kanban Maturity Model class and want to obtain the Kanban Coaching Professional (KCP) credential. Together with the KMM, this course provides the full playbook of current Kanban coaching techniques.</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">Prerequisites</span></h4><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">The Kanban Maturity Model (KMM) course is required to attend this course.</p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.75rem;"><span style="box-sizing: border-box; font-weight: bolder;">Certification&nbsp;Credential &amp; Exam:</span></h3><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><span style="box-sizing: border-box; font-weight: bolder;">To achieve the Kanban Coaching Professional (KCP) credential, the following course requirements must be met:</span></p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">The Kanban Coaching Professional is an internationally recognized, advanced-level credential. Successfully passing the KCP exam demonstrates not only full and comprehensive mastery of the Kanban Maturity Model and Kanban Coaching curriculum but also the possession of skills to lead and evolve an organization to higher levels of maturity.</p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">KCP credential candidates must successfully pass the Kanban Coaching Professional exam with a 75% score and pay a one-time $250 USD (PPP adjusted where applicable) Credential activation fee.</p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">The public will be able to clearly recognize a KCP as an expert in their field and trust that they hold a specific set of effective coaching tools that lead to better business outcomes.</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">The KCP is an internationally recognized credential in the Kanban Method&nbsp;</span><span style="box-sizing: border-box; font-weight: bolder;">awarded</span><span style="box-sizing: border-box; font-weight: bolder;">&nbsp;by Kanban University.</span></h4><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="box-sizing: border-box; margin-top: 0px; margin-bottom: 0.5rem; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.1; color: rgb(33, 37, 41); font-size: 1.5rem;"><span style="box-sizing: border-box; font-weight: bolder;">What will you receive:</span></h4><ul style="box-sizing: border-box; padding-left: 2rem; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;">High-quality training with&nbsp;Accredited Kanban Trainer (AKT)&nbsp;Hugo&nbsp;Lourenço</li><li style="box-sizing: border-box;">Oficial training materials (PDF)</li><li style="box-sizing: border-box;">Training certificate by Kanban University&nbsp;recognizing participation in the class</li><li style="box-sizing: border-box;">Access to exclusive Agile Thinkers Academy Digital library</li><li style="box-sizing: border-box;">Agile Thinkers Academy Slack community</li><li style="box-sizing: border-box;">Agile Thinkers Academy Certificate of Attendance</li></ul><p style="box-sizing: border-box; margin-bottom: 1rem; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><br style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">PMI Professional Development Units (PDU)</span></p><p style="box-sizing: border-box; margin-bottom: 0px; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Attendees may be eligible to apply for PDU towards their continuing education requirements with&nbsp;<a href="https://www.pmi.org/" style="box-sizing: border-box; color: rgb(64, 71, 128);">PMI</a></p>