Determine whether the first player can guarantee a win in a simple two-card game.
Given a small game played with two cards or two piles of values, analyze the rules and determine which player wins if both play optimally. The task is typically to compare the available choices each turn and decide whether the first player has a forced winning strategy.
You must read the game state, apply the turn rules exactly, and output the winner or the winning condition required by the problem.
Input Format
- The input describes the current game state.
- It includes the values or cards available to the players.
- Follow the exact game rules provided by the statement for determining legal moves and the winner.
Output Format
- Print the result required by the problem, usually the winner's name or a yes/no answer.
- Use the exact format specified by the problem statement.
Constraints
- The number of items is small enough for direct reasoning or a simple greedy/simulation approach.
- Values fit in standard integer types.
Example 1
Input
2 3
Output
Second
Explanation
In this illustrative example, the second player is favored under the assumed comparison rule, so the output is Second.
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