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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.Challenge question 1 is worth 3 ptsChallenge question 2 is worth 3 ptsLABEL 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-100-1502040a103035i02