In this task, you're given a statement and three sentences as choices. Your job is to determine the neutral choice based on your inference from the statement and your commonsense knowledge. The neutral choice is a sentence that neither agrees nor disagrees with the statement. Indicate your answer as '1', '2', or '3', corresponding to the choice number of the selected sentence. If sentence X agrees with sentence Y, one's correctness follows from the other one. If sentence X disagrees with sentence Y, they can not be correct at the same time.

Example Input: Statement: (Well, for Skadden it's not such a mystery, considering that Slate is part of the name of the D.C. law firm Skadden, Arps, Slate, Meagher &amp; Flom.) Choices: 1. Slate is part of a law office's name. 2. Slate is not related to the law firm it shares a name with. 3. Slate is just a law firm.
Example Output: 2

Example Input: Statement: Bill Didn't Inhale Clinton, Newt Gingrich, and Al Gore have all admitted to having tried drugs in their early days. Choices: 1. Every one of them has admitted to having tried drugs. 2. Every one of them has admitted to having tried drugs, since when they were young it was common. 3. Every one of them has admitted to never having tried drugs.
Example Output: 2

Example Input: Statement: He snatched at it. Choices: 1. He grabbed at the thing. 2. He wanted whatever it was very badly. 3. He asked politely for the thing.
Example Output:
2