Let A be an n × n matrix with complex entries. If n ≥ 4, which one of the following statements is true?  

1
A does not have any non-zero invariant subspace in n
2
A has an invariant subspace in n of dimension n - 3. 
3
All eigenvalues of A are real numbers. 
4
A2 does not have any invariant subspace in n of dimension n - 1.  

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