data:image/png;base64,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

data:image/png;base64,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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.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