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)
Füredi Attila az építész, kedélyes, bölcs mackó, aki szeret és tud is élni. Hatalmas szíve van, ezt emberi kapcsolataiban folyamatosan bizonyítja is. Mindig is rajongott a vörös nőkért, ezért többször került már kínos helyzetbe. Legutóbb, amikor házassága alatt beleszeretett Zámori Alexába, a szexis plasztikai sebészbe. Felesége, Nemes Lenke halála után sem tudnak parancsolni az érzéseiknek. Mire mindenki elfogadta volna kapcsolatukat, Alexa szakított vele, mert nem bírta elviselni, hogy Füredi túlságosan előtérbe helyezi rokonait. Egyedül neveli Magdikát és szem előtt tartja unokatestvére, Halász István családját és boldogulását is a Kékmacsek résztulajdonosaként.
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