data:image/png;base64,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data:image/png;base64,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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

levi grossman111,1,1thomas fuller111,1,1