tabby 发表于 2017-9-16 23:34

【014】终极还是终级?

2016-12-28

作者:GoldenDict
注:本文获作者授权,仅供本站使用,转载请联系原作者。

                                                                                                    作为纪录片爱好者的我,注意到 Ultimate Factories 的豆瓣页面,显示的中文译名是“终级工厂”。
http://wx4.sinaimg.cn/mw690/3f3a1b7dly1fjluy3uttaj20gb06l3yz.jpg“终级”看着很碍眼,查了下词典验证了自己的想法。有超级、世界级、高级、中级、低级,然而,没有“终级”这个词,至少现在词典里没有,只有“终极”。现代汉语词典(第 7 版)终极 zhōngjí
名 最终; 最后: |~目的。现代汉语规范词典(第 3 版)最后;终点。到达人生的终极。商務新詞典終極
同义词 極限 最後 最終 末了 末尾 落後 窮盡 終止 終結
最終;最後 ▷終極目標。DK 出品了 Ultimate Visual ** Dictionary。

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

Ultimate Visual Dictionary, 1994


https://images-na.ssl-images-amazon.com/images/I/61JCFZm5aML._SX415_BO1,204,203,200_.jpg
Ultimate Visual Dictionary of Science, 1998
https://images-na.ssl-images-amazon.com/images/I/51KXK10ZDXL._SX389_BO1,204,203,200_.jpg
Ultimate Visual Dictionary, 2000
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

Ultimate Visual Dictionary, 2002
https://images-na.ssl-images-amazon.com/images/I/310x1lnkN0L._AC_US218_.jpg

Ultimate Visual Dictionary, 2007
https://images-na.ssl-images-amazon.com/images/I/51te1mvBixL._AC_US218_.jpg

Ultimate Visual Dictionary, 2011英汉词典里,“终极”出现得比较少。新世纪英汉大词典» It would mean everything to me if I was included in the final team. 选入终极队伍对我来说意味着一切。
» New York is the ultimate manifestation of American values. 纽约是美国价值观的终极体现。
» It was the ultimate adventure. 这是一次终极冒险。
» My experience has prepared me for this ultimate challenge. 我的经验已经帮我做好迎接这个终极挑战的准备。
» Christmas is the ultimate endurance test. 圣诞节是对耐力的终极考验。
» The production and consumption of goods and services is the ultimate aim of all economic endeavour. 商品和服务的生产与消费是所有经济活动的终极目标。柯林斯 COBUILD 高阶英汉双解学习词典» My experience as player, coach and manager has prepared me for this ultimate challenge. 当球员、教练和主教练的经历锻炼了我,使我能够应对这一终极挑战。
» The production and consumption of goods and services is the ultimate aim of all economic endeavour. 生产并消费商品和服务是一切经济活动的终极目标。
评:最后这个句子《新世纪英汉大词典》里也有,但是译文略有不同。英汉大词典(第 2 版)» The True is the goal of all scientific and all philosophical inquiry. 真理是一切科学研究和一切哲学探索的终极目的。牛津高阶英汉双解词典(第 8 版)» OK, it’s not my absolute dream, but it’s up there. 是的,那不是我的终极梦想,不过也差不远了。
» the ultimate truths of philosophy and science 哲学与科学的终极原理新英和大辞典第6版the end for which man exists 人間生存の終極の目的.新和英大辞典第5版人生終極の目的 the ultimate purpose of life.AHD3双解Ben·tham·ism /ˈbenθəmɪzəm/
n. Philosophy (名词)【哲学】
The utilitarian philosophy of Jeremy Bentham, holding that pleasure is the chief end of life and that the greatest happiness for the greatest number should be the ultimate goal of human beings. 边沁主义:杰里米·边沁的功利主义者哲学,认为快乐是人生的主要追求,使最多数人得到最大幸福应是人类的终极目标               


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查看完整版本: 【014】终极还是终级?