An online game collects data about each player$$s performance in the game. A program is used to analyze the data to make predictions about how players will perform in a new version of the game. The procedure GetPrediction $($idNum$)$ returns a predicted score for the player with ID number idNum. Assume that all predicted scores are positive. The GetPrediction procedure takes approximately $1$ minute to return a result. All other operations happen nearly instantaneously. Two versions of the program are shown below. Version I topScore $0$ idList $[1298702,1356846,8848491,8675309]$ FOR EACH id IN idList $\{$ score $$ GetPrediction $($id$)$ IF $($score $>$ topScore$)\{$ topScore $$ score $\}\}$ DISPLAY $($topScore$)$ Version II idList $[1298702,1356846,8848491,8675309]$ topID $$ idList$[1]$ FOR EACH id IN idList $\{$ IF $($GetPrediction $($id$)>$ GetPrediction $($topID$))\{$ topID $$ id $\}\}$ DISPLAY $($GetPrediction $($topID$))$ Which of the following best compares the execution times of the two versions of the program? $($A$)$ Version I requires approximately $1$ more minute to execute than version II$.($B$)$ Version I requires approximately $5$ more minutes to execute than version II$.($C$)$ Version II requires approximately $1$ more minute to execute than version I. $($D$)$ Version II requires approximately $5$ more minutes to execute than version I.