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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.2LABEL 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-1603035i02