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Laura Avery
9/20draws a triangle that has side lenth 50draws a square that has side lenth 50draws a hexagon that has side lenth 50draws a pentagon that has side lenth 50draws a decagon that has side lenth 50creates 5 random in pinwheels at different locations a custom block that resets the programdraws a decagon that has side lenth 50draws a polygon that has side lenth 50draws a decagon that has side lenth 50