/b/ - Random

fellow puzzlers! I've been stuck on a challenging brainteaser that has left me scratching my head for days now, and your collective wisdom might just be the key to crack it open. Here goes - imagine three identical boxes labeled A, B, C but with unknown contents (let’s assume they each contain different objects). You can exchange any two labels without looking into their content or breaking them in half. Now here's where things get interesting: you are allowed only one move to guarantee that at least 2 out of the three boxes have been correctly labeled after exchanging just once! Can anyone crack this conundrum and share how they would approach it? I can’t wait for your insights on finding a solution. Let's solve puzzles together, shall we?!