Kanban Maturity Model (KMM ®)

<h1 style="font-size: 2.625rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">Kanban Maturity Model (KMM ®)</span>&nbsp;- Guaranteed to run</h1><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><img loading="lazy" src="https://d28wcrfr1raun5.cloudfront.net/images/41bb31567eee013c2325466fc3230844" style="box-sizing: border-box; vertical-align: middle; width: 207px;">&nbsp;<img class="img-fluid o_we_custom_image" loading="lazy" src="https://www.agilethinkers.academy/web/image/5964-6e67f11b/badge-KCP-EDU.png" style="box-sizing: border-box; vertical-align: middle; display: inline-block; width: 207px;"></p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">Description</span></h4><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Learn how the Kanban Maturity Model can help you to determine and understand the maturity level of your organization so that you can take actionable steps to appropriately implement the Kanban practices that will help take the organization to higher maturity.&nbsp;</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><img alt="" 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"></p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><span style="font-weight: bolder; font-size: 1.53125rem;">Objectives</span></p><p style="margin-bottom: 1rem; box-sizing: border-box; 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;">At the end of&nbsp;this course, you will:</span></p><ul style="margin-bottom: 1rem; padding-left: 2rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;">Be able to determine the maturity level of an organization in terms of observable behaviors, management practices and business outcomes</li><li style="box-sizing: border-box;">Define the right approach to lead the organization to the next level</li><li style="box-sizing: border-box;">Determine and appropriately implement the Kanban practices that will help the organization deliver better on customer expectations and internal objectives</li></ul><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">Course Audience</span></h4><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Kanban coaches, Agile practitioners, transformation initiative leaders, business managers, project and service managers and team leaders who wish to obtain deeper knowledge on how to develop further their organizational agility.</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="font-size: 1.75rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">Prerequisites</span></h3><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;All experience levels are welcome. Previous Kanban training or experience (KMP) is highly beneficial.</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h3 style="font-size: 1.75rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">Certification&nbsp;Credential:</span></h3><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Participants will receive a certificate of completion for the Kanban Maturity Model course.&nbsp;</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">Students completing this and the Kanban Coaching course,&nbsp;who are also Kanban Management Professionals (KMP) are eligible to take the Kanban Coaching Professional (KCP) credential exam. The KCP is an advanced-level credential. Effective June 1, 2023, credential candidates must successfully pass the Kanban Coaching Professional exam with a 75% passing score.</p><p style="margin-bottom: 1rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;">&nbsp;</p><h4 style="font-size: 1.53125rem; margin-top: 0px; margin-bottom: 0.5rem; box-sizing: border-box; font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif; line-height: 1.2; color: rgb(33, 37, 41);"><span style="box-sizing: border-box; font-weight: bolder;">What will you receive:</span></h4><ul style="margin-bottom: 1rem; padding-left: 2rem; box-sizing: border-box; color: rgb(33, 37, 41); font-family: Poppins, &quot;Odoo Unicode Support Noto&quot;, sans-serif;"><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">High-quality tr</font><font class="text-black bg-o-color-4" style="box-sizing: border-box; --text-opacity: 1; padding: 2px 6px 4px;">aining with&nbsp;</font><span style="box-sizing: border-box; color: rgb(51, 51, 51); background-color: rgb(221, 221, 221);"><font class="text-black bg-o-color-4" style="box-sizing: border-box; --text-opacity: 1; color: rgb(33, 37, 41); padding: 2px 6px 4px; background-color: rgb(255, 255, 255) !important;">Accredited Kanban Trainer (AKT)&nbsp;</font></span><font class="text-black bg-o-color-4" style="box-sizing: border-box; --text-opacity: 1; padding: 2px 6px 4px;">Hugo</font><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">&nbsp;Lourenço</font></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Oficial online training materials (PDF)</font></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Training certificate by Kanban University&nbsp;</font><span style="box-sizing: border-box; color: rgb(68, 75, 90); font-size: 13px;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">recognizing participation in the class</font></span></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Full kit KMM posters</font></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Access to exclusive Agile Thinkers Academy Digital library</font></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Agile Thinkers Academy Slack community</font></li><li style="box-sizing: border-box;"><font class="text-black" style="box-sizing: border-box; --text-opacity: 1; color: rgb(0, 0, 0) !important;">Agile Thinkers Academy Certificate of Attendance</font></li></ul>