data:image/png;base64,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data: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

false

yesenter number of doctorsdoctor countsave this simulation? enter "yes" or "no"yestrue

false

population1infected count2speed3slowInfected4doctor count5saved simulations

100512.5true5064