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 blocks are given. Explore them.These data sets are also given. Look inside.You will write these blocks below. Right click and edit.Fill 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

-200-100[["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"]]-20