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14

There are three chests, each containing 100 coins. One chest has 100 gold coins, one has 100 silver coins, and one has half & half. The catch: the chests are all labeled incorrectly. You may pull out just one coin from any of the chests, then you must identify which chest contains all gold coins. How do you do it?

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Consider a classic logic puzzle involving three chests, each containing 100 coins. One chest holds only gold coins, another only silver, and the third has an even split of both. The intriguing catch is that every single label on these chests is completely inaccurate. Your goal is to pinpoint the chest containing all gold coins after drawing just one coin from any single chest.

The key to solving this predicament lies in strategically selecting a coin from the chest labeled "50/50." Knowing that this label must be false means the chest cannot actually contain a mix of gold and silver. Thus, if you draw a gold coin, you immediately know that this chest is the one filled entirely with gold. Conversely, if you retrieve a silver coin, you can confidently conclude that this chest contains all silver coins.

With the

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