The Easy Football Problem

The World Cup is almost finished, and the main candidates for the best football player of the championship still cannot decide who deserves the title.

Now, they have decided to determine the winner once and for all, even refusing the help of programmer Vasya. Everything depends on the number of goals scored over the last $3$ seasons.

However, the players are proud and do not want to reveal their number of goals directly. Instead, each provides three magical numbers $A$, $B$, and $C$:

• $A$ is the number of goals scored in seasons $1$ and $2$,

• $B$ is the number of goals scored in seasons $2$ and $3$,

• $C$ is the number of goals scored in seasons $1$ and $3$.

You need to determine the winner—the player who scored more goals in the last three seasons.