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

10

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

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5.517241379310345720201419270.50