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! 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 6 - 12 Part 1: Exploring MotionSlides 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