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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 - 20Slides 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.