Let's solve the problem step by step.
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Identify "yesterday":
- We know that "yesterday" is the day before today.
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Find "four days before yesterday":
- If yesterday is \(X\), then four days before yesterday is \(X - 4\).
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Find "two days after four days before yesterday":
- Two days after \(X - 4\) is \(X - 4 + 2 = X - 2\).
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According to the problem:
- We have \(X - 2\) = January 4th.
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Solve for \(X\):
- Adding 2 days to January 4th gives us: \[ X = \text{January 4th} + 2 \text{ days} = \text{January 6th}. \]
So, today is January 6th.