申命记的

No book can compare with Deuteronomy in its mingled sublimity and tenderness.

没有书可以比较与申命记在其相互交织的崇高和温柔。

Those few are a trial of faith "ut tentet vos Dominus Deus vester" Deuteronomy 13:1 sqq.

这些少数人进行审判的信仰&解放tentet沃斯主神西&（申命记13点01分sqq 。

This hypothesis is difficult to maintain, for a number of improbabilities must be assumed in order to prove that the code found at the time of Josiah was Deuteronomy.

这种假设是很难维持，对一些improbabilities必须假定，以证明该守则发现的时候，乔赛亚是申命记。

His long sentences remain at times incomplete, thus giving rise to so-called anacolutha cf.

他的长句，有时仍然不完整，从而引起所谓anacolutha （参见申命记6：10-12 ； 8：11-17 ； 9：9-11 ； 11：2-7 ； 24：1-4 ）。

Tile language and style of Deuteronomy-clear and flowing, free from archaisms, but purer than that of Jeremiah-would suit the same period.

瓷砖的语言和风格申命记，明确和流动，不受archaisms ，但纯度超过耶利米，是否适合在同一时期。

Tile language and style of Deuteronomy-clear and flowing, free from archaisms, but purer than that of Jeremiah-would suit the same period.

瓷砖的语言和作风，申命记清晰和流动，不受任何archaisms ，但纯度比耶利米-适合同一时期。

The same conclusion follows, a fortiori, for those who allow that JE is a post-Mosaic document, from the fact, noticed above, that JE itself, both in the narrative parts and in the laws, is repeatedly quoted in Deuteronomy.

相同的结论如下，更不用说，对于谁允许这种流行性乙型脑炎是一个后花叶文件，从事实上，注意到上述情况，认为日本脑炎本身，无论是在叙事部分，以及在法律，是一再引述在申命记。

The twenty-eighth chapter of Deuteronomy contains a series of predictions which are even now in the present day being fulfilled.

第二十八章申命记包含了一系列的预测是即使是现在在当今正在履行。

The twenty-eighth chapter of Deuteronomy contains a series of predictions which are even now in the present day being fulfilled.

第二十八章申命记包含一系列的预言，这是即使是现在，在现今社会没有兑现。

Et seq., was virtually the present Deuteronomy, the only difference of opinion being as to how long it had been composed.

几乎是本申命记，唯一的不同意见被作为多久已经组成。

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。