How can I prove it by predicate logic?

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For every natural number there exists another natural number which is greater than it.

A greatest natural number has no natural number greater than it.

Therefore, there exists no greatest natural number.

Use N(x) to denote “x is a natural number,”

G(x,y) to denote “x is greater than y,”

T(x) to denote “x is a greatest natural number.”