$$ Each team can have $4$ members.

$$ Each sprint has $3$ days $($there will be a maximum of $3$ sprints$)$

$$ Each sprint consists of planning, $3$ daily standups during the days worked, and sprint review.

$$ A day is completed when each team member has completed his or her turn.

$$ There are three possible types of Chance cards:

$$ Event $-$ a one$-$time action, that affects immediately and discarded after the play.

$$ Problem $-$ these sticky issues are blocking the Story that the player was $$working on$.$

$-$ Blocking means the team can$$t move it into DONE state, they must find a Solution for the kind of problems stated on a card.

$-$Blocking doesn$$t prevent from continue work on a Story $($deducting hours until zero$).$

$$ Solutions $-$ is a team$$s asset or action which can be applied at any time to solve a problem and unblock a Story. Once a Solution applied the Problem and Solution cards are discarded.

$$ Solution cards belong to the whole team and can be collected for use on another day or later sprint.

$$ Problem cards are tied to the Story cards being worked as it can$$t be placed in DONE column until the team acquires a Solution card for the Problem.

$$ DONE criteria for a Story:

o Team members delivered the number of hours equal or greater than estimate for a Story

o A Story is not blocked with a Problem.

$$ If all the stories are done from $$In Progress$$ column then a new story can be picked from Backlog list.

INSTRUCTIONS:

$$ Create a Task Board using sticky notes to label columns: TODO, IN PROGRESS, DONE columns.

$$ Create Sprint plan $($TODO list$)$ with Story cards. This TODO list is prioritized by the teams using the sequence number $($top corner$)$ and estimated hours in $($bottom corner$)$

$$ Every team member in their turn should:

o Select a Story to work on and move it to $$IN PROGRESS$($unless it is already there$)$

o Roll two dice to determine the number of productive hours per this day

o Deduct number on the dice from remaining hours on the card and write this new time on post$-$it note and attach the post$-$it to the Story card.

o Pull a card from the Chance deck $($envelop$)$ and do whatever the card says.

o If User Story is done $(0$ hours remaining and no blockers$)-$ move it to DONE column.

$$ At the end of the daily teamwork update the velocity variation graph showing the sprint progress.

$$ At the end of the sprint put all the cards $($except unused Solutions and story cards in DONE column$)$ after one complete iteration.

NOTE: There will be maximum $3$ sprints $(3$ days each$)$ to be done in $45$ minutes.

Velocity Variation graph should be drawn according to the following pattern: