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

"What is the percent of students Catholic at the college, Franciscan University of Steubenville?",99%94%"How many majors are at the college, Franciscan University of Steubenville?",40How many undergraduate students are at Franciscan University of Steubenville?,"2,158"What was the year Franciscan University was founded?,19460