About this 3D model

Outer geometry - The outer geometry has one depression for each of its 3 corners - The yellow corner ascends - The red corner descends - The blue corner remains parallel to the base Inner geometry - The inner geometry has the same 3 depressions, the colors matching as well - The inner geometry revolves in its own axis, inside the inner geometry Game description - The inner geometry starts as shown in picture #1 - Balls are introduced randomly into each of depressions - The inner geometry will revolve until the closest depressions are aligned with the outer geometry - Before the turn of the inner geometry, the student will have to determine how many balls will remain in each of depressions after the turn, considering: A- One turn to the left B- One turn to the right C- Two turns to the left or right ( and so on) The objective of the game is: - Learn how to calculate using different variables - Develop a flexible memory - Develop causality relations (ascend, descend, remain, colors and its combinations)