At first glance, counting the eggs in the pan seems easy, but this puzzle is trickier than it appears. Some eggs have single yolks, while others appear to share one large egg white. The challenge is figuring out whether those double-yolk areas came from one egg or two separate eggs that merged together during cooking.

At the top of the pan, there are two eggs with single yolks. On the right side, two more eggs each have one yolk. However, the left side contains a large egg white with two yolks, and another similar shape appears near the bottom. These two areas make the puzzle more difficult because it is impossible to tell whether each contains one double-yolk egg or two separate eggs.

**There are three possible answers: 6, 7, or 8 eggs.** If both pairs of yolks belong to double-yolk eggs, then six eggs were cracked into the pan. If only one pair belongs to a double-yolk egg, the total is seven. If every yolk came from a separate egg, there would be eight eggs altogether.

The tricky part is that the picture doesn’t provide enough information to determine the exact number. The overlapping egg whites make it difficult to distinguish between double-yolk eggs and separate eggs that merged together. Instead of simply counting the yolks, you need to consider how many individual eggs could have produced the shapes you see.

That is what makes this brain teaser interesting: **the correct answer could be 6, 7, or 8**, depending on how you interpret the picture. Before reading the explanation, which number did you choose? Share your answer and reasoning in the comments to see whether others noticed the same details!