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Slides 6 - 12 Part 1: Exploring MotionTo make copies of this script, right click (CTRL+CLICK on Mac) on the top-most block and select duplicate.EXPERIMENT! Change the inputs (arguments) to the repeat, move, and turn blocks. Observe the impact each change has on the drawings on the stage.10,194,0,15hue50brightness703245,73,0,15hue75brightness905Slides 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

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