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 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 more of these scripts, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.