Kalendarz Wydarzeń
Kalendarz wydarzeń
Koncert Galowy z okazji 60-lecia Kina w Żorach
Żorskie kino obchodzi we wrześniu 60-lecie swojego istnienia!
Z tej okazji zapraszamy na uroczysty Koncert Galowy.
Wystąpi zespół AF Music oraz Carrantuohill.
Gość specjalny: Tomasz Raczek
Prowadzenie koncertu: Anna Ujma
Kierownictwo artystyczne: Andrzej Marciniec
Chór Voce Segreto, Elżbieta Żydek – przygotowanie wokalne
Mirek Lazarek - wokal, Michał Skuza – gitara, wokal
Jakub Gwardecki – fortepian, Mateusz Marciniec - bas
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&