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NExT Forum：Quantum Computing Find the full agenda here: https://forum.hh-ri.com/20211212...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"14","reqid":"1765968678199642-13949306660353453328-balancer-l7leveler-kubr-yp-klg-64-BAL","isAdultDoc":false,"relatedParams":{"text":"Panel 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Sep. 18, 2020, 14:30~15:30 Title: Introduction of the Quantum Computing Initiative in Hon Hai Research Speaker: Eric K.C. Yeh（Startup Office, Hon Hai Precision Industry Co., Ltd.） Place: 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一些相關知識，如果你也正好對「量子領域」或是「超級電腦」有興趣，那就趕快點進影片看看吧！ 如果邀請得到適合的來賓，我們就會著手規劃。 00:00 開場 01:05 科技巨頭對量子科技紛紛表態 02:38 什麼是量子？ 03:45 何謂量子疊加？ 04:21 何謂量子糾纏？","preview":{"posterSrc":"data:image/png;base64,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34:49，了解個概念。 想和我們有更多互動嗎？ 加入會員 ► 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網路：科技的下一場重大革命，它們如何運作和改變我們的世界》，阿米特•卡特瓦拉著，翁尚均譯，真文化出版，2022/01/05 6.量子開放學院 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盾」。 ●東方之盾的意義 中美對立大勢已成，美日軍演的潛台詞是中國與台灣，各國在台海東海南海頻頻「亮艦」。 將著重在地生產體系，台灣須積極與東協印度尋求合作機會與模式 ●隱形冠軍的產業結構 台灣有很多隱形冠軍，台灣也一直是世界的隱形冠軍。 台灣的產業結構適合發展隱形冠軍和迷你獨角獸，而台灣能長期遵循的國家戰略也是隱形冠軍。 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非凡電視台...","preview":{"posterSrc":"data:image/png;base64,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假設每張收據的電費尾數從零角至九角出現的機會都均等，則平均來說，每十張收據的電費，台電就有可能溢收了五角（其他捨去和進位互相抵消了）。 空汙費也都有類似的情形。 金額，更精確的作法即是修改電腦程式，統計每年由四捨五入所溢收的金額，並將其回饋消費者或捐作...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"41","reqid":"1765968678199642-13949306660353453328-balancer-l7leveler-kubr-yp-klg-64-BAL","isAdultDoc":false,"relatedParams":{"text":"飛碟聯播網《飛碟早餐 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了解「電子時報行動版」：http://dgt.ms/dtnwdb...","preview":{"posterSrc":"data:image/png;base64,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