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 question 1 is worth 3 ptsChallenge question 2 is worth 3 ptsthe entire quiz is worth 16 ptsTo work on the challenge problem click on the green dot sprite.LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121contcatchtagcontcatchtagSpriteSprite03035i02