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2025-01-18T14:21:13+00:00 Typecho /feed/atom/archives/98133/ <![CDATA[和]]> /archives/98133/#comment-192583 2025-01-18T14:21:13+00:00 2025-01-18T14:21:13+00:00 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}!}

]]>