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)
14.付録
99 Viscount Physis オルガン リファレンスマニュアル
シングルウィング(左)
最も背の高いパイプが左側に配置され、右側になるにつれてパイプの背が低く(高
音程に)なります。
シングルウィング(右)
このパイプの配置はシングルウィング(左)の配置と逆です。音程が最も低いパイプ
が右側に配置され、最も高い音程が左側に配置されます。
モノラル
すべてのパイプが風箱内に配置されているため、パイプの位置が音に影響すること
はありません。
オルタネート
パイプが 2 つの位置で交互に配置されます(1 つの位置に C、もう 1 つの位置に
C# など)。