data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgI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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

-150-50

trueX,X,X,O,O,6,O,8,9