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Challenge 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