Beauty and Joy of Computing Group Project of Carmen Bryson and Monique Davis July 2023.data:image/png;base64,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Beauty and Joy of Computing Group Project of Carmen Bryson and Monique Davis July 2023.takes a snapshot with the webcam and reports it as a new costume, or zero if the user cancelspt:$camera a imagem actual do vídeo
§_costumesMenu§_costumesMenuthingframedata:image/png;base64,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