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 in the blanks

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!12

1datamapmany1data lists

1

1

121

110i

cont3

catchtag

cont

catchtag

Sprite

Sprite

-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"]]