Ok so first one is sets of sentences that aren't related at all.
好，第一种是几组句子完全不相关。
But what makes OK so useful that we incorporate it into so many conversations?
但为什么OK能这么有用，让我们在这么多对话中能用上？
Ok, so, that's like which raised in an extra example. But now think about all bs, all right hand side.
好了，所以，好像这又得到了一个额外的例子，现在，来想像一下所有的b，所有的右侧部分。
Ok, so flying to warm and exotic climes is great for people who live in cold winter climates.
所以说，对于那些与寒冬气候相伴的人们来说，飞往温暖的异国是个不错的选择。
OK, so where do we use the assumption of being defined in a simply connected region?
那么我们是在哪里利用了，“定义在单连通区域”的假设呢？
OK, so this one explains to you what's going on in terms of approximation formulas.
好了，这样我就，向你们解释了近似公式。
OK, so that's why it's called degenerate.
所以叫退化。
Ok, so this tutorial is like three tutorials rolled into one.
这个教程好像是三个教程合成了一个。
OK, so these are examples of contour plots in real life. OK, no questions?
这些都是现实生活中关于等高线图的例子，有问题吗？
Ok, so that idea of linear combination is crucial and also, we wanna think about this question.
好了，那个线性组合的思想是关键，同时我们要思考这个问题。
OK, so I've established that Numbers are important, and the right Numbers are better.
那么，我已经介绍了数字是很重要的，而且正确的数字更重要。
OK, so now the question is, how do we know the first place that this is a suitable reductant?
好的，现在的问题是，我们如何能知道第一步中,镁是一个合适的还原剂？
Ok, so here you go – Balut Photos! Make sure you clean up the computer screen after you view these!
这就是那些巴鲁特的照片！记得看完这些照片后要清理你的电脑屏幕。
OK, so a caching service locator causes errors for overloaded resource names.
好，既然是由于缓存服务定位器导致重载资源名时的错误。
OK, so another example of contour plots, well, you've probably seen various versions of these temperature maps.
好的，另外一个等高线图的例子，你们可能见过，多种这样的温度图。
OK, so that was a specific case for why you should travel to Thailand as opposed to anywhere.
好的，这也是为什么你去泰国旅游而不去其他地方的具体原因。
OK, so let's say we have our nice and clean trunk, releasable at any moment.
好，假设我们已经有了一个很好、很干净的主干，并且在任何时刻都处于“可发布”状态。
OK, so if not, let's move on to linear parametric equations.
如果没有的话，我们继续往下，线性参数方程组。
OK, so you can't copy a reference to a type whose class is totally unknown at compile time.
因此，不能复制在编译时根本不知道是什么类的类型引用。
OK, so Olson is eccentric, wearing a new red shirt with tags still hanging from the neck.
这奥尔森有点古怪，穿件新的红色衬衫标签都还挂在脖子上，还养了驴子和喇叭天鹅。
OK – so most of us are well aware that our gut is part of of our digestive system.
是的，我们大部分人都知道肠子是我们消化系统的一部分。
Ok, so maybe there are some people with excess weight who somehow manage to maintain a reasonable healthy metabolism.
或许有些肥胖人士想方设法使自身新陈代谢保持在合理健康的水平。
OK, so it's not an application as much as it is a widget, but it's still pretty great.
好吧，这不是一个应用程序，顶多是一个插件，但是仍然很有意思。
OK, so these horizontal lines here correspond actually to horizontal lines here.
这些水平线，实际上对应这里的水平线。
OK, so I proved that my two line integrals along C1 and C2 are equal.
我证出了分别沿着C1和C2的两个线积分是相等的。
Ok,so we see one billiard ball moving towards another and impact with the second one.
我们看到某台球朝另一台球运动,并发生了撞击。
OK, so it's the vector whose components are the partials.
这个向量的所有分量就是这些偏导。
OK, so that's the velocity vector.
好，这就是速度矢量。
No? OK, so let's see, so how are we going to actually prove this theorem?
没有了吗？，来看看，到底应该怎么证明这个定理呢？
No? OK, so let's see, so how are we going to actually prove this theorem?
没有了吗？，来看看，到底应该怎么证明这个定理呢？
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