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\begin{tabular}{|p{56.9pt}|p{56.9pt}|p{56.9pt}|p{56.9pt}|} \hline \multicolumn{4}{|c|}{Results of Footprint Analysis for Two Sets of Theropod Tracks} \\ \hline & **Estimated footprint length** & **Average stride length** & **Estimated mean speed (meters)** \\<br/>**Tracks** & **(centimeters)** & **(meters)** & **per second)** \\ \hline<br/>**La Torre** & 32.8 & 5.23 & 6.5\(-\)10.3 \\<br/>**6A** & 28.9 & 5.57 & 8.8\(-\)12.4 \\ \hline \end{tabular}<br/><br/>The table shows data from paleontologist Angelica Torices and colleagues' 2021 study of two sets of dinosaur tracks preserved in a fossilized lake bed in Spain. The tracks, referred to as La Torre 6A and La Torre 6B, were left by two individual theropods (dinosaurs that walked on two legs). The team's findings suggest that of the two theropods, the one that left the La Torre 6B tracks had a higher maximum mean speed,<br/><br/>Which choice most effectively uses data from the table to complete the claim?