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Slides 6 - 12 Part 1: Exploring MotionEXPERIMENT! Change the inputs (arguments) to the repeat, move, and turn blocks. Observe the impact each change has on the drawings on the stage.To make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.Slides 7 - 18 Part 2: Angles & TurningFIRST: Make a triangle, square, pentagon, and hexagon NEXT: Look for the pattern. Write an algorithm that would work for any sized polygon with any number of sides, then code the custom procedure in Snap!--EPIC CHALLENGE-- Slides 19 - 20