For z ≠ i let f(z) = exp(\(1\over z+i\)) - 1. Which of teh following are true?

1
f has finitely many zeros
2
f has a sequence of zeros that converges to a removal singularity of f
3
f has sequence of zeros that converges to a pole of f
4
f has sequence of zeros that converges to an essential singularity of f
5
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