1.The painting is a representation of a storm at sea.

1.这幅画描绘的是海上的暴风雨。

2.But their resignation is thrillingly moving in its very graphic representation.

2.而他们这种对于命运的顺从在如画的场景中是如此摄人心魄、令人动容。

3.All parties won representation in the national assembly.

3.所有政党在国民大会中都赢得了代表资。

4.Picasso is striving for some absolute representation of reality.

4.索在努力寻求对现实的某种彻底的表现。

5.No legal aid was available to cover representation before tribunals.

5.法律援助不包括裁判庭代表的费用。

6.There are many ways of generating a two-dimensional representation of an object.

6.有很多制作物二维图的方法。

7.Different methods to touch the keys will result in different representation of timbre.

7.不同的触键方法，会产生不同的音色表现。

8.The distributing of the straitlaced process of symbol representation is different on different background of experience .

8.不同的经验策略背景,学生的心理表的分布有所不同。

9.For a small cover over a polytope, its equivariant cobordism class is determined by the tangential representation set.

9.摘要多面上的小覆盖的等变配边类是由它的切表示集所决定的。

10.Is the graphical representation of information more or less important since the popularisation of the WWW and mobile communications technology?

10.自从全球资讯网，和行动通讯科技普及以来，用图示来表达资讯，是否多少也重要起来了？

11.In micrographics, a measure of the remoteness of the copy from the original material, the first microfilm representation being the first generation microfilm.

11.在缩微照相技术中，度量副本离原始资料远近的度。第一次缩微后的胶片为第一代缩微胶片。

12.For example, Digital's Lectrice file format included a pre-rendered bitmap representation of each page to allow for quick page turns, a prerequisite for the thumbing navigation metaphor.

12.要回忆起停止阅读或者阅读上一次引用的地方，这种感受就变得很有用了。

13.By reducing the tangential representation set of small covers over prisms to a prime form,this article determines the classification of small covers over prisms up to equivariant cobordism.

13.本文通将棱柱上的小覆盖的切表示集约化到一种素形式,来确定其等变配边分类。

14.Further, we can also define if a Coset graph is a graph representation, we note it GR for short, that is, the relevant group is exactly equal to the full automorphism group of the Coset graph.

14.甚至，我们也可以定义一个陪集图是一个图表示，简称GR，即相应的群是否恰等于它的这个陪集图的全自同构群。