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It's obvious that 4=224=2^24=22.
Can we also express 4444^{4^4} 444 as 222⋅⋅2⏟n 2’s\Large \underbrace{2^{2^{2^{\cdot^{\cdot^2}}}}}_{n \text{ 2's}} n 2’s222⋅⋅2?
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