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the 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 lists11110i121contcatchtagcontcatchtagSpriteSprite03035i02-405,-25.98076211353316013500