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"},{"bold":false,"italic":false,"fileData":"data:application/font-woff;base64,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They are included in the actual total.","displaytext":"The planned total in the PI Team Performance Report does not include uncommitted objectives. 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(Select all that apply)","displaytext":"Which of the following events are facilitated by the RTE? (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6D02qSqshjK","slidetitle":"Which of the following are true for the Program Kanban Board?  (Select all that apply)","displaytext":"Which of the following are true for the Program Kanban Board?  (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6OcRAurFZod","slidetitle":"Which from the below are typical program measures of a cumulative flow diagram?  (Select all that apply)","displaytext":"Which from the below are typical program measures of a cumulative flow diagram?  (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6lnyLWlXqov","slidetitle":"Which of the following are inputs to the management review and problem solving meeting at the end of Day 1 of PI Planning? (Select all that apply)","displaytext":"Which of the following are inputs to the management review and problem solving meeting at the end of Day 1 of PI Planning? (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6567PhGFX7F","slidetitle":"In SAFe, to organize the teams around value, the teams are organized around  (Select all that apply)","displaytext":"In SAFe, to organize the teams around value, the teams are organized around  (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6rjeTnzcZ5i","slidetitle":"Which of the following are roles at the ART level?  (Select all that apply)","displaytext":"Which of the following are roles at the ART level?  (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5oOQgJDw5aS","slidetitle":"Which of the following are good practices for distributed PI Planning?  (Select all that apply)","displaytext":"Which of the following are good practices for distributed PI Planning?  (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5VEck4AtylK","slidetitle":"Which of the following are true for teams? (Select all that apply)","displaytext":"Which of the following are true for teams? (Select all that apply)","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5w040Mi5Oel","slidetitle":"Which level of requirements are stored in the Program Backlog?","displaytext":"Which level of requirements are stored in the Program Backlog?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6BlnOYhm5Af","slidetitle":"DevOps enables which ones of the below?","displaytext":"DevOps enables which ones of the below?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5v6DbP7jQQn","slidetitle":"Which of the following are SAFe Lean-Agile principles?","displaytext":"Which of the following are SAFe Lean-Agile principles?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6K2d6fpQJih","slidetitle":"Which of the following are recommended approaches used to maximize velocity?","displaytext":"Which of the following are recommended approaches used to maximize velocity?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.65U95qcWz8I","slidetitle":"Which of the following Kanban states are to the left of the Backlog column on the Program Kanban?","displaytext":"Which of the following Kanban states are to the left of the Backlog column on the Program Kanban?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6MlVhcNCkcy","slidetitle":"Which of the below are consequences if there is no Definition of Done?","displaytext":"Which of the below are consequences if there is no Definition of Done?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.68vPHNM1yVN","slidetitle":"Which of the following is not an RTE tool used in preparation for PI Planning?","displaytext":"Which of the following is not an RTE tool used in preparation for PI Planning?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6aWKRLQzkjd","slidetitle":"Who is responsible for delivering solution value?","displaytext":"Who is responsible for delivering solution value?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6Qr5QOwc3cO","slidetitle":"What type of leader is the RTE?","displaytext":"What type of leader is the RTE?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5tYtPTmo5Bd","slidetitle":"During iteration execution there is a smaller PDCA cycle. Which meeting represents this?","displaytext":"During iteration execution there is a smaller PDCA cycle. Which meeting represents this?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6ASUIVrKSkP","slidetitle":"When does management review and problem solving meeting take place in PI Planning?","displaytext":"When does management review and problem solving meeting take place in PI Planning?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5qFp6Bsz6Jz","slidetitle":"How many teams typically form an ART?","displaytext":"How many teams typically form an ART?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5as4n0IHIUq","slidetitle":"Who facilitates the management review and problem solving meeting at the end of Day 1 of PI Planning?","displaytext":"Who facilitates the management review and problem solving meeting at the end of Day 1 of PI 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is the main concern of the RTE role?","displaytext":"Which of the following areas is the main concern of the RTE role?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5rDb8uW9B1I","slidetitle":"Which program level event is used to discuss problems or opportunities with feature development and to assess any scope adjustments?","displaytext":"Which program level event is used to discuss problems or opportunities with feature development and to assess any scope adjustments?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6PJDJjOUrLl","slidetitle":"At which Tuckman stage the ART is established as a community?","displaytext":"At which Tuckman stage the ART is established as a community?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6WEKms4HtUP","slidetitle":"Which artifact shows the progress being made toward the Program Increment 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to be built?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5sImoPjrk9o","slidetitle":"Which of the following is benefit from having Iteration Goals?","displaytext":"Which of the following is benefit from having Iteration Goals?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5ZC3c6gUevP","slidetitle":"Which meeting aligns all team members to the common goals of the team as defined by the Team PI Objectives?","displaytext":"Which meeting aligns all team members to the common goals of the team as defined by the Team PI Objectives?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6eB1GajlUpg","slidetitle":"What is the main concern of having too much preparation for PI Planning?","displaytext":"What is the main concern of having too much preparation for PI 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behaviors of servant leaders?","displaytext":"Which of the below is not part of the 8 behaviors of servant leaders?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.61ngciAyZ0M","slidetitle":"What is the PDCA cycle?","displaytext":"What is the PDCA cycle?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5VgQikk1yGg","slidetitle":"Which of the following is not one of the four stages which are characteristic for team development?","displaytext":"Which of the following is not one of the four stages which are characteristic for team development?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6gzrXwPNizz","slidetitle":"As the ART matures, teams typically migrate from ------ teams to ------- teams","displaytext":"As the ART matures, teams typically migrate from ------ teams to ------- teams","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5whoXjDfqGU","slidetitle":"Which of the following is not a primary responsibility of the Business Owner?","displaytext":"Which of the following is not a primary responsibility of the Business Owner?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6P0Focop8Jx","slidetitle":"What happens if during PI Planning the confidence vote of a team or overall is low?","displaytext":"What happens if during PI Planning the confidence vote of a team or overall is low?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6BPSmvkVc3c","slidetitle":"Which level of Definition of Done is concerned with capabilities completed by all trains meet acceptance criteria?","displaytext":"Which level of Definition of Done is concerned with capabilities completed by all trains meet acceptance 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representing the amount of work in the different Kanban states?","displaytext":"Which artifact shows a series of areas representing the amount of work in the different Kanban states?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5nxqqBoU46Z","slidetitle":"The ----- of the Continuous Delivery Pipeline is an Enabler that helps the RTE identify and remove bottlenecks","displaytext":"The ----- of the Continuous Delivery Pipeline is an Enabler that helps the RTE identify and remove bottlenecks","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5eNMUKybops","slidetitle":"Which of the below are not part of the CALMR approach to DevOps?","displaytext":"Which of the below are not part of the CALMR approach to DevOps?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5sLuPPpKRVx","slidetitle":"Which of the following is not a primary responsibility of the RTE?","displaytext":"Which of the following is not a primary responsibility of the RTE?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6SsaY8q7z9m","slidetitle":"How do Business Owners assign value to PI Objectives?","displaytext":"How do Business Owners assign value to PI Objectives?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6OVe7xXa2GR","slidetitle":"Which of the following is not a role at the ART level?","displaytext":"Which of the following is not a role at the ART level?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6ZluKutuaLQ","slidetitle":"Which team event expresses the “Check” step of the PDCA cycle?","displaytext":"Which team event expresses the “Check” step of the PDCA cycle?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5pms9xnd4mw","slidetitle":"On which part of 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customers all at once, or in a staggered fashion based market and business needs?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.5lzXEWD7BQK","slidetitle":"Which of the below are not part of the CALMR approach to DevOps?","displaytext":"Which of the below are not part of the CALMR approach to DevOps?","expand":false,"type":"slide","links":null},{"__type":"slidelink","slideid":"_player.5kEfbMmOoum.6D31SDEZKkK","slidetitle":"Untitled Slide","displaytext":"Untitled Slide","expand":false,"type":"slide","links":null}]}]},"search":null},"resource_data":{"description":"\u003cp align=\u0027left\u0027\u003e\u003cfont face=\u0027Open Sans\u0027 style=\u0027font-size: 11px;\u0027 size=\u002711\u0027 color=\u0027#444444\u0027\u003eHere are some useful links and documents:\u003c/font\u003e\u003c/p\u003e","resources":null},"transcript_data":{"slidetranscripts":null},"glossary_data":{"terms":null},"presenters":null}