A show with 3 singing acts and 2 poetry readings is to be organized. The organizer must choose 5 people from a group of 12 to perform. Of the 12 available performers, 6 of them can sing a song, 4 of them can recite a poem, and 2 othem can either sing a song or recite a poem. Assuming that the order of the acts in the performance is irrelevant, how many different recitals are possible?
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