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

"Which computer science pioneer broke the German Enigma Code during the World War II? ","Which recent movie showcases the first African-American women who worked as human “computers” for NASA? ","Which Navy admiral led the creation of COBOL, one of the first high level programming languages?","Who is noted for having founded information theory with a landmark paper, ""A Mathematical Theory of Communication"", which was published in 1948?"Alan Turing,Hidden Figures,Grace Hopper,Claude Shannon10