For the course's website, help@cs net there'll be support forms and an email address, help@cs50.net, that you can turn to and frankly this is more a commentary on our lack of social lives during the term.

对于课程网站，我们有支持表格和邮箱地址，有什么问题可以求助去它,这更像是在评论我们的学习生活太缺乏社交活动。

哈佛公开课 - 计算机科学课程节选

I'm not sure whether we'll use the Classes server to have you sign up for discussion sections online, or whether we will do it the old-fashioned way and have you sign up on forms that we'll give you here in class.

我还没想要是用校网站,让大家在线讨论，还是用传统的,课堂讨论。

耶鲁公开课 - 新约课程节选

If you believe this, this also forms the basis for ways for a theory of how you could make phobias go away.

如果你认为这是恐惧症的起因，那么这也同样是,消除恐惧症的治疗方法的理论基础。

耶鲁公开课 - 心理学导论课程节选

I'm sure they sold it in various forms, but one of the most popular was for this purpose.

我确信他们出售各种用途的橄榄油,但最普遍的还是作为清洁工具

耶鲁公开课 - 古希腊历史简介课程节选

But it could be that we only grasp the forms in this life for the very first time.

但也可能是我们有生以来,第一次了解到形式。

耶鲁公开课 - 死亡课程节选

The occult gives Yeats aesthetic forms for understanding individual psychology and historical event.

神秘主义使叶芝从美学角度,理解个人的心理,和历史事件。

耶鲁公开课 - 现代诗歌课程节选

So with problems at zero, ; which will be posted in two forms; PDF PDF for standard and PDF for hacker on cs50.net tonight, you will have the choice of implementing pretty much any scratch projects you can think of, and which subject to very few constraints.

对于问题集，我们提供了;,标准PDF以及可编程,今晚它们都会被放在CS50，net上，你可以选择任何,你想到的项目，范围不限。

哈佛公开课 - 计算机科学课程节选

Specifically, it's always the z that forms the sigma orbital, and the reason is at least at a minimum for this class we always define the internuclear axis as the z axis, so this is always the z axis, so it's always going to be the 2 p z's that are coming together head-on.

特别的，z总是形成sigma轨道，这是因为至少在这个课里面,我们总是定义核间轴为z轴，所以这总是z轴，所以2pz轨道总是,朝一个方向出现。

麻省理工公开课 - 化学原理课程节选

It won't surprise you when Plato looks for an example of something that is eternal and indestructible his mind immedialately starts thinking about the 3 platonic forms. Take the number 3.

当柏拉图寻求,某种永恒，不可毁灭的东西,作为证明例子的时候,你可能不会觉得奇怪他马上想到了,柏拉图形式，比如说数字。

耶鲁公开课 - 死亡课程节选

If we give him number two, it's going to follow that whatever's doing the grasping-- call that the soul since the soul is just Plato's word for our mind-- if whatever's doing the grasping of the eternal and non-physical forms must itself be eternal and non-physical, it follows that the soul must be non-physical.

假如我们承认前提二,那么接下来就是不管是什么事物在认知,姑且称之为灵魂好了,因为灵魂是柏拉图对我们心灵的称呼,假如能够认知永恒,和非现实型相的事物本身必须是,永恒和非现实的,那么灵魂必须是非现实的

耶鲁公开课 - 死亡课程节选