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![](data:image/png;base64,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)
ḏd=f j(ꜣ)w n=k rꜥ(w) ḫ(y) jm(.j)-bꜣẖ.w ḥꜥ(y.t=k) wꜣ=f jḫḫ(.w) jꜣw ḫnt(.j) mꜣnw st(j) tꜣ.wj m ḏfḏ=f
... He says: Praise to you, Re, child in the eastern mountains, (your) light erases the darkness, elder before the western mountains who lights (up) the two lands with his pupil
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Psammetichus I Wahibre
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