data:image/png;base64,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:image/png;base64,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Fill in the blanksLABEL 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 lists11121110icont3catchtagcontcatchtagSpriteSprite-200-90[["NAME","SAEPOVRT0_17_PT","time","state"],
["Arizona","21","2017","04"],
["Arkansas","22.5","2017","05"],
["Alabama","24.4","2017","01"],
["Alaska","14.5","2017","02"],
["California","18.1","2017","06"],
["Colorado","12.2","2017","08"],
["Connecticut","13","2017","09"],
["Delaware","17.7","2017","10"],
["District of Columbia","26.2","2017","11"],
["Florida","20.6","2017","12"],
["Georgia","21.5","2017","13"],
["Hawaii","11.9","2017","15"],
["Idaho","14.8","2017","16"],
["Illinois","17","2017","17"],
["Indiana","17.8","2017","18"],
["Massachusetts","13.5","2017","25"],
["Michigan","19.6","2017","26"],
["Minnesota","11.7","2017","27"],
["Iowa","12.6","2017","19"],
["Kansas","14.7","2017","20"],
["Kentucky","22.1","2017","21"],
["Louisiana","27.7","2017","22"],
["Maine","14.2","2017","23"],
["Maryland","12.4","2017","24"],
["Mississippi","27.6","2017","28"],
["Missouri","18.5","2017","29"],
["Montana","15.9","2017","30"],
["Nebraska","13.7","2017","31"],
["Nevada","19.2","2017","32"],
["New Hampshire","10","2017","33"],
["New Jersey","13.8","2017","34"],
["New Mexico","25.9","2017","35"],
["New York","19.9","2017","36"],
["North Carolina","21","2017","37"],
["North Dakota","11.4","2017","38"],
["Ohio","19.8","2017","39"],
["Oklahoma","21.3","2017","40"],
["Oregon","16.5","2017","41"],
["Pennsylvania","16.9","2017","42"],
["Rhode Island","18.2","2017","44"],
["South Carolina","22.3","2017","45"],
["South Dakota","16.3","2017","46"],
["Tennessee","21.1","2017","47"],
["Texas","21","2017","48"],
["Utah","10.6","2017","49"],
["Vermont","12.8","2017","50"],
["Virginia","14","2017","51"],
["Washington","14.2","2017","53"],
["West Virginia","24.4","2017","54"],
["Wisconsin","14.6","2017","55"],
["Wyoming","12.9","2017","56"]]