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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 lists1112133.5109090-1010y axis increments11110icont3catchtagcontcatchtagSpriteSprite-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"]]9504