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Samuel Sorin- Piano: The Romantic Fabric (CD)

SKU: 093071103824
Regular price ¥138.00
Unit price
per
the album cover for Samuel Sorin - Piano: The Romantic Fabric
the album cover for Samuel Sorin - Piano: The Romantic Fabric

2019 release. A highly regarded audio engineer, Emory Cook (1913 - 2002) was the developer of two track or binaural sound, an early attempt at stereo recording. Piano: The Romantic Fabric is an early binaural recording featuring a solo piano recital by concert pianist Samuel Sorin playing works by Frédéric Chopin, Enrique Granados, Franz Liszt, and Alexander Scriabin. Writing in High Fidelity magazine, reviewer Ray Ericson wrote: "In it's customary way, Cook has reproduced with 100% realism the sound of a piano. I am tempted to say that a piano never sounds this good in concert; it is true that concert performances on the piano are rarely heard under such advantageous circumstances, in this ideal state of maximum resonance without blur."

Format: New CD/Classical

Samuel Sorin- Piano: The Romantic Fabric (CD)

SKU: 093071103824
Regular price ¥138.00
Unit price
per

Release Date: 10.25.2019

 
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> Due to the current limited nature of music titles, ALL CD & Vinyl purchases are limited to FOUR copies per customer, per item. If you place multiple orders for multiples of the same title, your subsequent orders will be canceled.

2019 release. A highly regarded audio engineer, Emory Cook (1913 - 2002) was the developer of two track or binaural sound, an early attempt at stereo recording. Piano: The Romantic Fabric is an early binaural recording featuring a solo piano recital by concert pianist Samuel Sorin playing works by Frédéric Chopin, Enrique Granados, Franz Liszt, and Alexander Scriabin. Writing in High Fidelity magazine, reviewer Ray Ericson wrote: "In it's customary way, Cook has reproduced with 100% realism the sound of a piano. I am tempted to say that a piano never sounds this good in concert; it is true that concert performances on the piano are rarely heard under such advantageous circumstances, in this ideal state of maximum resonance without blur."