![GPGとPGPの暗号化の問題[閉じる]](data:image/jpg;base64,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)
GPGまたはPGPが特殊文字と国際文字を含むファイルを暗号化して復号化できるかどうかを知りたいです。
ベストアンサー1
はい、gpgはすべてのファイルを暗号化して復号化できます。
GPGとPGPの暗号化の問題[閉じる]
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