Hausdorff implies T1

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This article gives the statement and possibly, proof, of an implication relation between two topological space properties. That is, it states that every topological space satisfying the first topological space property (i.e., Hausdorff space) must also satisfy the second topological space property (i.e., T1 space)
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Any Hausdorff space is a T1 space.

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The proof is direct from the definitions.