data:image/png;base64,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data:image/png;base64,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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