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

1datamapmany

data lists

110i

121

cont

catchtag

cont

catchtag

Sprite

sickinfectedCount1

0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,05055090