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We love carports and have created this site to become a major information portal and so help you to make the right decision for you when purchasing , or deciding to build a carport yourself .

我们爱开敞式停车，并已创造了这个网站成为一个主要的信息门户等帮助您作出正确的决定，为您当采购时，或决定建立一个自己的车库。

The distance from lacrimal caruncle to lateral wall of the nasal cavity and lacrimal sac are helpful and with guidance significance for deciding the place of making bony hole, tunnel oblique angle and the lengths of of autogenous tissue graft.

泪阜到鼻腔及泪囊的距离和泪阜-鼻泪管上口连线与鼻底平面的夹角对鼻腔外侧壁造口部位选择、隧道的倾斜角度和自体移植组织长短的确定有指导意义。

Discussing and deciding the cessation of business and termination of JOINT VENTURE or its consolidation with any other economic organization

讨论决定合营公司停产、终止或与另一个经济组织合并

Whether you choose to pick the latest Italian Charm Bracelet or decide to wear a traditional charm bracelet, your next step is deciding on the vast choice of charms.

无论你选择挑选最新的意大利手鍊或决定穿传统的手鍊，您的下一个步骤是决定在广大的选择魅力。

In deciding to travel to Chita, Siberia, I had originally estimated a travel time of three days.

在决定前往赤塔，新西伯利亚，我原来估计的旅行时间为3天。

After deciding to move to Siberia for a year to teach at the Chita State Technical University, I embarked on a travel odyssey unlike any other.

决定后迁往西伯利亚为期一年任教的赤塔州技术大学我走上了旅行奥德赛不像其他任何人。

Siberia, Russia, Part 7 – The Trans-Siberian Railway by Nomad Rick After deciding to move to Siberia for a year to teach at the Chita State Technical University, I embarked on a travel odyssey unlike any other.

新西伯利亚，俄罗斯，第七部分--跨西伯利亚铁路由游牧里克决定后迁往西伯利亚为期一年任教在赤塔州技术大学，我开始了旅行奥德赛不像其他任何人。

for the increasing network information, the using in reason of auto-text categorization algorithm is deciding the choiceness of service from the isp.

对于海量的网络信息而言，文本自动分类算法的合理应用决定了当今网络服务商所能提供服务的优良与否。

By this means,the problem of deciding whether an n×n doubly stochastic circulant matrix A of order 3 is a prime is complet...

应用此原理，本文完全解决了判别具有位数3的n阶双随机循环矩阵是否为素元的问题，并给出了n阶双随机循环矩阵中一类具有位数4的素元。

By this means, the problem of deciding whether an n x n doubly stochastic circulant matrix A of order 3 is a prime is completely solved.

应用此原理，本文完全解决了判别具有位数3的n阶双随机循环矩阵是否为素元的问题，并给出了n阶双随机循环矩阵中一类具有位数4的素元。

It's not quite as simple as that.

并没有那么容易。

It debuted in 1992 in Japan and the United Kingdom, and 1993 in the United States.

它首次亮相于1992年在日本和英国，在美国1993年。