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)
bꜣ šps n wsjr ḫnt.(y) jmn.t(y)t nṯr ꜥꜣ nb ꜣbḏ.w wsjr jwn wr m jwn.t bꜣ šps jyj=f m ꜣḫ šps r ẖnm ḫpr.w=f m ḥw.t-nṯr=f
The noble ba of Osiris, formost of the west, great god, lord of Abidos, Osiris the pillar, great one in Dendera, the noble ba, he comes as the noble spirit in order to unite with his shapes in his temple.
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Cleopatra VII Philopator
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