BHAKTIKALPA
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<p><strong>Built during the reign of King Devaraya, its history can be traced back to the 16th century</strong>. An epitome of architecture, from the Vijayanagara Empire, this temple is an exemplary icon of human craftsmanship. The Vittala temple boasts of 56 music pillars that resonate a deep sound as you strike one of its pillars.</p>
History
<p><img alt="The Musical Pillars Of The Vijaya Vittala Temple In Hampi ..." 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" /></p> <p><img alt="Vijaya Vittala Temple And The Musical Pillars Of Hampi ..." 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" 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