その価格OK?で crucial CT32G4DFD832A [DDR4 PC4 25600 32GB] を最安値検索
crucial CT32G4DFD832A DDR4 PC4 25600 32GB
![crucial CT32G4DFD832A [DDR4 PC4 25600 32GB]](data:image/jpg;base64,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)
crucial ￥7,620
※ この検索結果は、最安値を見逃さないように検索条件を広くしており、異なる商品が含まれる可能性があります。
その価格OK?で crucial CT32G4DFD832A [DDR4 PC4 25600 32GB] を最安値検索
crucial ￥7,620
※ この検索結果は、最安値を見逃さないように検索条件を広くしており、異なる商品が含まれる可能性があります。