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EXPERIMENT! 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.90Slides 6 - 12 Part 1: Exploring Motion--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!