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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