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254,251,15,1HEXAGON622,0,214,1TRIANGLE320,17,0,1SQUARE4

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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.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 - 20