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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 lists11110i121contcatchtagcontcatchtagSpriteSprite