data:image/png;base64,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

This iteration and the one below it enters the statistics of a monument into lists titled "stats for monument 1" or "stats for monument 2". 1This iteration searches for the corresponding statistics to both monuments. c13Whichever monument won the most categories is the monument deemed the bigger attraction 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IAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Click the two landmarks you would like to compare!5length2When this becomes true, the input from the user has been entered and the call to the procedure is complete.12Monument,Visitors per year (in millions),Annual revenue (in millions),Construction cost (in millions)Golden Gate Bridge,5.1,145,1640Statue of Liberty,4.4,263,7.6Mount Rushmore,2,346,17.6Washington Monument,0.8,0,38.7Grand Canyon,4.9,710,0