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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.42,172,255,1hue505Slides 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