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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

110i

121

cont3

catchtag

cont

catchtag

Sprite

Sprite

A direction is missing in this code.

Not all parts are present and not in correct order.

Not all pieces of the puzzle are given.

Not all items are present.

-200-90