OG Group
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<p>One course, two powerful credentials: Scrum Alliance and Kanban University have teamed up to bring you <em>Scrum Better with Kanban</em>, a course that teaches you how to optimise your Scrum practices by visualising workflow and revealing bottlenecks. Earn both the <strong>Scrum Kanban Practitioner credential</strong> and the <strong>Scrum Better with Kanban microcredential</strong>.</p><p><img alt="A close-up of logos
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" width="375" /></p><p><strong>Why is this course important?</strong></p><p>Improve your Scrum by adding the practices and evolutionary change approach from the Kanban Method.</p><p>Scrum Better with Kanban can help you improve your Scrum through the introduction of proven Kanban practices, principles, and the application of evolutionary change management. This course captures the lessons learned from Scrum Teams that successfully evolved their way of working through evolutionary change using the Kanban Method. Our hands-on training will ensure that you walk away with a proven approach to introducing changes that will deliver results for your team and organisation.</p><p><img alt="A close-up of logos
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" width="375" /></p><p> </p><p><strong>The Course Outline</strong></p><ul><li>Learn the 6 general practices of Kanban</li><li>Learn about the Principles</li><li>Discover how to identify and analyse the challenges in and around your Scrum and how to prepare solutions to address these challenges</li><li>Identify and develop solutions to the variability that is delaying or slowing down your work</li><li>Develop and test potential solutions to problems that reflect the principles and practices of the Kanban Method.</li></ul><p>This workshop is hands-on, using various exercises alongside instructor-led discussions and presentations.<br /> </p><p><strong>The Course Detail</strong></p><ul><li>The Kanban Method<ul><li>What is the Kanban Method</li><li>Kanban Practices<ol><li>Visualise – Show work and its flow.</li><li>Limit Work in Progress – Stop starting, start finishing!</li><li>Manage Flow – Identify and manage what is preventing work from flowing.</li><li>Make policies explicit – Have agreed policies, visible to everyone involved.</li><li>Establish Feedback loops – At the right cadence to provide guidance.</li><li>Improve collaboratively, evolve experimentally – Using the scientific method.</li></ol></li><li>How we think about our work</li><li value="1">Work Item</li><li>Work Item Type</li><li>Workflow</li></ul></li><li>Scrum Better with Kanban</li><li>Unplanned work</li><li>Estimation challenges</li><li>Lead time and lead time distributions</li><li>Control/Run charts</li><li>Dependencies</li><li>Discovery</li><li>Dormancy</li><li>Cadences</li><li>Three change management principles</li><li>Using evolutionary change – The problem</li><li>Using evolutionary change – Ideas for solutions</li><li>Understanding Change</li></ul><p> </p><p><strong>Schedule</strong></p><p>The course will run from 9:00 to 17:00 UK Time. There will also be regular breaks for tea and coffee and to stretch your legs. There will be lots of interactivity to keep you busy and active.</p><p> <br /><strong>What do I need to take part in this course?</strong></p><p>The most obvious thing you will need is a good WiFi and Internet connection with a nice quiet environment for you to both hear and also interact with your fellow course attendees and trainer! Don't worry about the odd child/dog/cat/partner wondering past or interrupting occasionally, we'll just roll with it :-)</p><p>We recommend a laptop or desktop with good sound and microphone. Course participants have struggled on phones and tablets. We will be using Zoom for the video conference functionality with a waiting room and password configured to provide a reasonable level of security. If you can, we recommend installing the Zoom app on your device but the web version should work as a plan B.</p><p> </p><p><strong>Course Outcomes</strong></p><p>This course is one of the first of its kind and is dual certified by the Scrum Alliance and the Kanban University. Each attendee will receive a certificate.</p><p>Kanban+ Trial: Students receive a one-month full access trial to Kanban+, which includes access to the latest books and artefacts.</p><p> </p><p><strong>Your Trainer</strong></p><p> </p><p><a href="https://www.linkedin.com/in/helenjmeek/" target="_blank"><img alt="Helen Meek" border="0" height="135" src="data:image/jpeg;base64,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" width="114" /></a></p><p>Helen is an outgoing and driven coach and trainer who is passionate about working with individuals, teams and organisations on their road to agility. Helen has worked with many varied organisations and teams in many different industries and brings this vast wealth of experience and knowledge to her training and coaching. Helen holds licences for Accredited Kanban Trainer, Kanban Coaching Professional, Accredited Kanban Consultant through the Kanban University. Helen also holds the CSAT, Certified Enterprise & Team coach certifications through the Scrum Alliance. Plus is international coaching federation PCC Coach.</p><p> </p><p> </p>
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" width="375" /></p><p><strong>Why is this course important?</strong></p><p>Improve your Scrum by adding the practices and evolutionary change approach from the Kanban Method.</p><p>Scrum Better with Kanban can help you improve your Scrum through the introduction of proven Kanban practices, principles, and the application of evolutionary change management. This course captures the lessons learned from Scrum Teams that successfully evolved their way of working through evolutionary change using the Kanban Method. Our hands-on training will ensure that you walk away with a proven approach to introducing changes that will deliver results for your team and organisation.</p><p><img alt="A close-up of logos
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" width="375" /></p><p> </p><p><strong>The Course Outline</strong></p><ul><li>Learn the 6 general practices of Kanban</li><li>Learn about the Principles</li><li>Discover how to identify and analyse the challenges in and around your Scrum and how to prepare solutions to address these challenges</li><li>Identify and develop solutions to the variability that is delaying or slowing down your work</li><li>Develop and test potential solutions to problems that reflect the principles and practices of the Kanban Method.</li></ul><p>This workshop is hands-on, using various exercises alongside instructor-led discussions and presentations.<br /> </p><p><strong>The Course Detail</strong></p><ul><li>The Kanban Method<ul><li>What is the Kanban Method</li><li>Kanban Practices<ol><li>Visualise – Show work and its flow.</li><li>Limit Work in Progress – Stop starting, start finishing!</li><li>Manage Flow – Identify and manage what is preventing work from flowing.</li><li>Make policies explicit – Have agreed policies, visible to everyone involved.</li><li>Establish Feedback loops – At the right cadence to provide guidance.</li><li>Improve collaboratively, evolve experimentally – Using the scientific method.</li></ol></li><li>How we think about our work</li><li value="1">Work Item</li><li>Work Item Type</li><li>Workflow</li></ul></li><li>Scrum Better with Kanban</li><li>Unplanned work</li><li>Estimation challenges</li><li>Lead time and lead time distributions</li><li>Control/Run charts</li><li>Dependencies</li><li>Discovery</li><li>Dormancy</li><li>Cadences</li><li>Three change management principles</li><li>Using evolutionary change – The problem</li><li>Using evolutionary change – Ideas for solutions</li><li>Understanding Change</li></ul><p> </p><p><strong>Schedule</strong></p><p>The course will run from 9:00 to 17:00 UK Time. There will also be regular breaks for tea and coffee and to stretch your legs. There will be lots of interactivity to keep you busy and active.</p><p> <br /><strong>What do I need to take part in this course?</strong></p><p>The most obvious thing you will need is a good WiFi and Internet connection with a nice quiet environment for you to both hear and also interact with your fellow course attendees and trainer! Don't worry about the odd child/dog/cat/partner wondering past or interrupting occasionally, we'll just roll with it :-)</p><p>We recommend a laptop or desktop with good sound and microphone. Course participants have struggled on phones and tablets. We will be using Zoom for the video conference functionality with a waiting room and password configured to provide a reasonable level of security. If you can, we recommend installing the Zoom app on your device but the web version should work as a plan B.</p><p> </p><p><strong>Course Outcomes</strong></p><p>This course is one of the first of its kind and is dual certified by the Scrum Alliance and the Kanban University. Each attendee will receive a certificate.</p><p>Kanban+ Trial: Students receive a one-month full access trial to Kanban+, which includes access to the latest books and artefacts.</p><p> </p><p><strong>Your Trainer</strong></p><p> </p><p><a href="https://www.linkedin.com/in/helenjmeek/" target="_blank"><img alt="Helen Meek" border="0" height="135" src="data:image/jpeg;base64,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" width="114" /></a></p><p>Helen is an outgoing and driven coach and trainer who is passionate about working with individuals, teams and organisations on their road to agility. Helen has worked with many varied organisations and teams in many different industries and brings this vast wealth of experience and knowledge to her training and coaching. Helen holds licences for Accredited Kanban Trainer, Kanban Coaching Professional, Accredited Kanban Consultant through the Kanban University. Helen also holds the CSAT, Certified Enterprise & Team coach certifications through the Scrum Alliance. Plus is international coaching federation PCC Coach.</p><p> </p><p> </p>
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