瓦利

After he played for a school sports club in this city, he transfered to a bigger one - Electroputere Craiova (in 1993), which no longer exists now.

他先是在该城一家学校俱乐部踢球， 1993年转会到更大的瑞士克拉约瓦队，，(顺便说一下，丹尼尔的同胞，大名鼎鼎的眼镜蛇耶利齐是91-93年期间在该队效力，从时间上看，两人没能成为队友，至于两人的转会有没有什么因果关系就不得而知了------译者)。

The "Summa contra Catharos et Valdenses"(Rome, 1743) of Moneta of Cremona, in course of composition in 1244, is the most complete and solid work produced in the Middle Ages against the Cathari and Waldenses.

&总结矛盾catharos等valdenses &（罗马， 1743年）的moneta的克雷莫纳，在过程中的作文1244 ，是最完整和扎实的工作，产生於中世纪对卡塔利和瓦勒度派。

Money talks in Egypt, and sustainable development is forgotten when the interests of the rich and powerful such as the industrial plants in Damietta or the influential Badrawi clan in Daqahliyah are at stake.

在埃及，金钱决定一切。一旦那些有钱有势的人--比如说建在达米耶塔的工厂，或者是在代盖赫利耶省很有势力的拜德拉瓦伊族--的利益受到威胁，可持续发展便会被他们置之脑后。

Leopold Stokowski, but with scores for theatre and film.

利奥波德·斯坦尼斯瓦夫风格，但并他没有创作很多古典作品，反到是为戏剧和电影写了很多乐曲。

He had come to Moscow to be a musician,and seemed likely to succeed: not so much with classical pieces, though hisfirst symphony was conducted by the flamboyant andpopularising Leopold Stokowski, but with scores for theatre and film.

他来莫斯科的目的是成为音乐家，并且看起来他很有可能成功。虽然他的第一首交响乐被解读为奢华艳丽和通俗化的利奥波德·斯坦尼斯瓦夫风格，但并他没有创作很多古典作品，反到是为戏剧和电影写了很多乐曲。

In 1952 he continued his studies at the Sibelius Academy with Professor Onni Suhonen.

阿利亚瓦。1952年，他进入西贝柳斯音乐学院，随昂尼。

Sava, a bus ride from Buenos Aires, Argentina came to Rio de Janeiro, Brazil.

萨瓦一家搭乘长途汽车从阿根廷首都布宜诺斯艾利斯来到巴西里约热内卢。

Srila Bhaktisiddhanta Sarasvati Thakura said, There is only one famine in this world.

斯利拉-巴克提喜丹塔-沙拉思瓦提导师说：在这个世界上，只有一种饥饿。

In October the Taliban attacked Pakistan's army headquarters in Rawalpindi.

在十月份，塔利班分子袭击了巴基斯坦在拉瓦尔品第的军事指挥部。

In October the Taliban attacked Pakistan's army headquarters in Rawalpindi.

塔利班于10月攻击了巴基斯坦军队的总部拉拉瓦尔品第。

And Pharaoh spoke to Joseph, saying, Your father and your brothers have come to you.

47：5 法老对约瑟说，你父亲和你弟兄们到你这里来了。

Additionally, the approximate flattening of surface strip using lines linking midpoints on perpendicular lines between geodesic curves and the unconditional extreme value method are discussed.

提出了用测地线方程、曲面上两点间短程线来计算膜结构曲面测地线的方法，同时，采用测地线间垂线的中点连线和用无约束极值法进行空间条状曲面近似展开的分析。