Kanban System Design - KSD®

<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 System Design&nbsp;(KSD) - Guaranteed to run</span></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 class="img-fluid" loading="lazy" src="https://www.theagilethinkers.com/web/image/18130-421d82e6/images.jpeg?access_token=4ba6e77b-3560-401a-83e3-aee43e8393fa" style="box-sizing: border-box; vertical-align: middle;"></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;">Description</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;">The Kanban Systems Design - KSD lays the foundations of the Lean Kanban method teaching you the principles, practices and processes. This 4 half-day online course is certified by Kanban University and has been put together by Kanban experts and leaders including Hugo Lourenço.</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><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;">Objectives</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;"><span style="box-sizing: border-box; font-weight: bolder;">In 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;"><span style="box-sizing: border-box; font-weight: bolder;">Understand Kanban Fundamentals:</span>&nbsp;Gain a thorough understanding of Kanban principles, including its core practices, workflow visualization, and pull-based systems.</li><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Master Kanban System Design:</span>&nbsp;Develop the skills necessary to design and implement Kanban systems, including identifying work items, defining workflow stages, and setting work-in-progress limits.</li><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Implement Kanban Practices:</span>&nbsp;Effectively implement Kanban practices within their organization, including managing flow, measuring performance, and continuously improving the system.</li><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Address Organizational Challenges:</span>&nbsp;Identify and address common challenges faced during Kanban implementation, such as organizational resistance, cultural shifts, and alignment with existing processes.</li><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: bolder;">Become a Kanban Change Agent:</span>&nbsp;Foster a culture of continuous improvement and agility within the organization, empowering teams to embrace Kanban principles and adapt to evolving demands.</li></ul><p style="margin-bottom: 0px; 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: 0px; 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;">Audience</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;">This course is ideal for:</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;">Kanban works across multiple functions of an organisation, from senior members of staff looking to adopt Lean Management to members of delivery teams willing to improve their working practices. Previous KSD attendees have been in roles such as:</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;">Senior Managers</li><li style="box-sizing: border-box;">Program and Project Managers</li><li style="box-sizing: border-box;">Product Managers, Product Owners and Business Analysts</li><li style="box-sizing: border-box;">Scrum Masters, Team Leads and Change Agents</li><li style="box-sizing: border-box;">Product &amp; Software Developers &amp; Testers</li><li style="box-sizing: border-box;">Agile Coaches &amp; Practitioners (Scrum, XP, DSDM, AgilePM, etc.)</li><li style="box-sizing: border-box;">Other roles such as HR and Finance professionals</li></ul><p style="margin-bottom: 0px; 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: 0px; 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: 0px; 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/99872c3b5222144b15cd92a6820b1293" style="box-sizing: border-box; vertical-align: middle; 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><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;">This course does not have any pre-requisites except reading chapter 4 and get the basis of Kanban previously. If you have attended a TKP course then you will be fine to start with KSD without previous reading.</p><p style="margin-bottom: 0px; 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;">This course is accredited by Kanban University (KU). Participants will receive a KSD certificate of course completion from Kanban University as well as membership of KU, and an Agile Thinkers Academy certificate of attendance.</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="bg-o-color-4" style="box-sizing: border-box; padding: 2px 6px 4px;">High-quality training with&nbsp;</font><span style="box-sizing: border-box; color: rgb(51, 51, 51); background-color: rgb(221, 221, 221);"><font class="bg-o-color-4" style="box-sizing: border-box; color: rgb(33, 37, 41); padding: 2px 6px 4px; background-color: rgb(255, 255, 255) !important;">Accredited Kanban Trainer (AKT)&nbsp;</font></span>Hugo&nbsp;Lourenço</li><li style="box-sizing: border-box;">Online Course materials</li><li style="box-sizing: border-box;">Membership of the Kanban University (KU)</li><li style="box-sizing: border-box;">Kanban University (KU) certificate of course completion</li><li style="box-sizing: border-box;">e-book</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="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>