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某东西

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In the face of the "scenery" pictures presented by Yin Chaoyu, maybe some people will not like the spacious, cold and condensed ambience, but it is indeed that we can not be apathetic to this kind of pictures with certain mysticlsm incline and a superorganic character, no matter it is visional or real. They give the spectator a super-experience sense, which may touch something of us on certain point, but we can not express that clear and exactly.

面对尹朝宇给我们呈现的那些"风景"画面,也许有人会不喜欢那样一种广阔而又冷凝的气氛,然而,这样一种具有某种神秘主义倾向和形而上特征的图像,无论它是虚幻的还是真实的,我们的确不能够无动于衷,它给予了一个观者超验的感受,这种感受在某一个点上可能触动了我们一些东西,但是我们却无法准确说得清楚。

Sometimes, just an ordinary tablespoon, it is obvious that these things too simple, but we will neglect in the history of a certain period of time so it does not.

有时,就像普通的汤匙,显而易见,这东西太简单了,但我们会忽视了在历史的某一时期它并不这样。

It's a great way to gain a skill base and have somewhat of a teaching aid in learning how to do the basics.

这是建立起一个技巧基础的好办法,而且在某方面能帮助你学好基本的东西。

You may consider something as beautiful and others may just see it as the definition of ugliness.

也许你认为某样东西是美丽的,而其他人却认为它是丑陋的。

From all this it follows that an efficient cause which is first in the unqualified sense of the term can exist of itself, for what does not actually exist of itself is incapable of existing of itself. Otherwise a nonexistent being would cause something to exist; but this is impossible, even apart from the fact that in such a case the thing would be its own cause and hence could not be entirely uncaused.

由此我们可以得出:在非严格意义上的第一性动力因可以自我存在,因为不能真正自我存在的东西不能自我存在,否则非存在将导致某物存在,即使排除事物是它自身的原因因此不可能完全无因而存在,但这也是不可能的。

But if something can unseat MySpace it might be a reverse of the basic identity appeal.

但如果某样东西能使MYSPACE失败的话,那就只可能是最基本的大众需求的颠覆。

And they say there is no fate, but there is, it's what you create. And even though the world goes on for eons and eons you are only here for a fraction of a fraction of a second. Most of your time is spent being dead or not yet born. But while alive, you wait in vain wasting years for a phone call or a letter or a look from someone or something to make it all right. And it never comes, or it seems to, but it doesn't really. So you spend your time in vague regret or vaguer hope that something good will come along. Something to make you feel connected. Something to make you feel whole. Something to make you feel loved. And the truth is I feel so angry. And the truth is I feel so fucking sad. And the truth is, I've felt so fucking hurt for so fucking long. And for just as long, I've been pretending I'm okay, just to get along, just for…I don't know why.

大家都说没有所谓的命运,有的只是你所创造的东西,即使世界年复一年的转动,你也只是这一秒钟里极小的一块碎片,你们大部分的时间都留在生后或者生前,但当你们活着的时候,你只是徒劳的等着,浪费几十年去等来自某个人或某件事的一个电话、一封信或一次见面来使自己心安,但那从来都不会或者似乎要发生,但那真的不会发生,所以你再次花时间去茫然的后悔或茫然的希望接下来会遇上好事情,让你感到自己不是与世隔绝的,让你感到自己的存在,让你感到自己是被爱的,而事实是我很生气,而事实是我很伤心,而事实是我觉得我被伤害了很多年了,而同时我还一直假装我自己没事,去适应,去。。。

Life is a chain of moments of enjoyment;not only about survival;Voltaire , French philosopher

不要将你的东西为了某一个特别的时刻而预留着,因为你生活的每一天都是那么特浪漫经典爱情短信别

JKR made this comment during the Jeremy Paxman interview on the BBC, Thursday night, June 19, 2003, while looking at some of her notes on the books:...here is the history of the Death Eaters and I don't know that I'll ever actually need it -- but at some point -- which were once called something different -- they were called the Knights of Walpurgis.

罗琳在2003年6月19日星期四晚英国广播公司的"杰里米·帕克斯曼访谈"中,在看她的一些写书的笔记的时候作了这个注解:……这是食死徒的历史,我不知道我实际上会需要它——但在某一点上——曾经被称为别的东西——他们被称为沃尔珀吉斯的骑士。

When agents thus constitute themselves without ambivalence (that is, unresolved desire for a thing and against it) or inconsistency (that is, unresolved desire for incompatible things), then the agent has what Frankfurt calls wholeheartedness.

当代理者这样地没有含糊其辞(即:对某样东西即赞成又反对的一个未解决的渴求)或不一致(即:对不互不相容事物的一个未解决的渴求)地构造出了他们自己,那么代理者拥有了Frankfurt称之为的全心全意。

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Since historical times,England ,where the early inhabitants were Celts, has been conquered three times .

从有历史以来,英国,在此地早期居住的是凯尔特人,已经被征服了三次。

Bluetooth OBEX File Transfer Enables the sending and receiving of files on your phone via Bluetooth.

蓝牙OBEX文件移动允许经过蓝牙传送和接受文件。。。。

The almost sure central limit theorem is a pop topic of the probability research in recent years,because it has many actual applications in the random analogue.

中文摘要:几乎处处中心极限定理是近几十年概率论研究的一个热门话题。它之所以引起人们的注意是由于它在随机模拟方面的实际应用参见Fisher