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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!12

1datamapmany1data lists

1

1

121

110i

cont3

catchtag

cont

catchtag

Sprite

Sprite

-200-90[["NAME","S0901_C01_033E","state"], ["Alabama","26.6","01"], ["Alaska","15.1","02"], ["Arizona","24.7","04"], ["Arkansas","27","05"], ["California","21.1","06"], ["Colorado","14.7","08"], ["Connecticut","14.5","09"], ["Delaware","19.4","10"], ["District of Columbia","25.4","11"], ["Florida","23.1","12"], ["Georgia","24.4","13"], ["Hawaii","14","15"], ["Idaho","17.7","16"], ["Illinois","19.1","17"], ["Indiana","20.8","18"], ["Iowa","14.7","19"], ["Kansas","17.2","20"], ["Kentucky","25.9","21"], ["Louisiana","28.4","22"], ["Maine","17.4","23"], ["Maryland","13.2","24"], ["Massachusetts","14.8","25"], ["Michigan","22.4","26"], ["Minnesota","13.1","27"], ["Mississippi","31.3","28"], ["Missouri","20.2","29"], ["Montana","19.2","30"], ["Nebraska","16.7","31"], ["Nevada","20.9","32"], ["New Hampshire","10.7","33"], ["New Jersey","15.6","34"], ["New Mexico","28.6","35"], ["New York","22","36"], ["North Carolina","23.5","37"], ["North Dakota","12","38"], ["Ohio","21.2","39"], ["Oklahoma","22.1","40"], ["Oregon","20.2","41"], ["Pennsylvania","19.3","42"], ["Rhode Island","19.4","44"], ["South Carolina","24","45"], ["South Dakota","18.1","46"], ["Tennessee","24.1","47"], ["Texas","22.9","48"], ["Utah","12.9","49"], ["Vermont","13.1","50"], ["Virginia","14.8","51"], ["Washington","15.5","53"], ["West Virginia","25.1","54"], ["Wisconsin","16.3","55"], ["Wyoming","13.2","56"], ["Puerto Rico","58.2","72"]]1551