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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.255,203,184,1Slides 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!145,26,68,1--EPIC CHALLENGE-- Slides 19 - 20255,20,246,161,245,255,136,255,61,1