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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.--EPIC CHALLENGE-- Slides 19 - 20Slides 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!