在设计Merlin的这个新的焦点策略类时我们就已经想到这一点了。
The new focus policy classes in Merlin have been designed with this purpose in mind.
DailyBooth的首席执行官BrianPokorny认为照片分享的突然成为焦点可以归结于三件事：1移动设备照相机设备的质量提高，2照片消费类应用程序的易用性，3允许更快速照片上传的3 G宽带网络。
DailyBooth CEO Brian Pokorny holds that the sudden focus on photo sharing can be traced to three things 1 an increase in quality of cameras on mobile devices. 2 ease of in-app photo consumption.
不过，关注的焦点在中国身上，中国对原材料的需求被视为推高了大宗商品价格，进而推高了对能源和材料类股的预期。
But the focus is on China, where demand for raw materials is seen as driving commodities prices, and therefore, the outlook for energy and materials stocks.
扩展空间对象的聚类分析是空间聚类研究的焦点问题。
The clustering of extended spatial objects is one of the focuses of spatial cluster analysis.
它的思想焦点是寻求爱情是去尽可能大地成为自己，以至于你会找到属于自己一类的其他人，和对方你能分享自由。
It's focused on the idea that the way to find love is to become so much yourself that you find others of your own kind, with whom you can share freedom.
本文从新的角度提出了一类在计算机辅助制图情况下具有灵活、通用性的多焦点地图投影方法。
Viewing from a new Angle, the authors of this paper put forward a CAC-based general multi-focal projection with much flexibility and universality.
第一类是由一块非球面反射镜和分别放置在它的前面和焦点前的两块非球面薄板组成的。
The first type consists of an aspheric mirror and two thin aspheric correcting plates, which are located in front of the mirror and its focus respectively.
影响词义选择、句义理解的因素有：两类焦点、概率和礼貌原则等。
This paper analyses some factors concerning the selection of word sense and the understanding of sentence meaning. These are two kinds of focus, probability and politeness principle and so on.
此类之所以被视为轻量类，是因为它不提供布局、输入、焦点或事件处理功能，从而能够改善其性能。
This class is considered lightweight because it does not provide layout, input, focus, or event handling, which improves its performance.
该类型获得焦点，其内容显示在“类详细信息”窗口中。
The type obtains focus and its contents are displayed in the Class Details window.
倒向随机微分方程从数学上描述了一类投资决策过程，这使得它的数值解计算成为大家关注的焦点之一。
The backward stochastic differential equations (BSDEs) can describe a class of investment decision-making process problems, which leads its numerical method to be focused.
倒向随机微分方程从数学上描述了一类投资决策过程，这使得它的数值解计算成为大家关注的焦点之一。
The backward stochastic differential equations (BSDEs) can describe a class of investment decision-making process problems, which leads its numerical method to be focused.
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