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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 lists11110i121contcatchtagcontcatchtagSpriteSprite03035i0212090427012090327012090227012090127040