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)
S-1 ピアノブラック ペア
QUAD ￥165,726
VS
＋ 追加
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| 商品名 | S-1 [ピアノブラック ペア] |
| メーカー | QUAD |
| 金額 | 165,726円 |
| 最安値候補 | |
| 10日変動 | 0％ |
| タイプ | ステレオ |
| 形状 | ブックシェルフ型 |
| WAY | 2WAY |
| 搭載ユニット数 | 2 |
| 出力音圧レベル(2.83V/m) | 84dB |
| 出力音圧レベル(W/m) | |
| インピーダンス | 8Ω |
| 許容入力 | |
| ハイレゾ | |
| 再生周波数帯域 | 58Hz〜20kHz |
| 幅x高さx奥行 | 156x285x270mm |
| 重量 | 5.2kg |
| カラー | ブラック系 |
| 発売から | 23ヵ月 |
| リリース日 | 2022-10-14 |
解説
◆QUAD S-1 [ピアノブラック ペア]
・2WAYスピーカーのため、低音域の再現性に注意
・ハイレゾ対応していないため、高音質の音源再生には向かない