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 question 1 is worth 3 ptsChallenge question 2 is worth 3 ptsHow many triangle would you like3the 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 lists11110i121contcatchtagcontcatchtagSpriteSprite1206003035i02113,4,5,6,7,83