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Does there exists an example of two isometries f,g: E^n E^n, n 2 such that the sum f + g : E^n E^n is again

Does there exists an example of two isometries f,g: E^n E^n, n 2 such that the sum f + g : E^n E^n is again an isometry? If yes, provide such an example. If not, explain why it does not exist.

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