And it's virtually bisected by two sea lochs, easy for longboats to sail up.

它实际上被两个海湖一分为二，便于长艇航行。

Jess said, a drawing " can show extra details of the fruit, for example, and what it looks like bisected" .

杰西说，一幅绘图" 可以显示果的其他细。，一分为二的时候它是什么样子的。"

The island, which is bisected by the equator, is blanketed by tropical rainforest.

该岛被赤道一分为二，被热带雨林覆盖。

So first he starts with the hexagon, just like you did and then he bisects the hexagon to dodecagon.

- 所以他先从六边形开始, 就像你做的一样，然后他将六边形一分为二为十二边形。

She bisected one biscuit and threw one bit to the ground.

它分开一块饼干并朝上丢了一点。

And once Newton introduces his method nobody is bisecting n-gons ever again.

自从牛顿提出他的方法后，就再没有人对 n 边形进行二分了。

It's obviously much easier to see something bisected, something that's half, than to see it and understand what one piece is.

这样一分为二看会比理解什么是一块更容易。

This town is pretty well bisected by the border which leads to a lot of oddities.

这个小镇被边界一分为二， 这导致了很多奇怪的事情。

These days you can just bisect a segment of land horizontally and vertically, and boom, build a city.

今， 你可以将一块土和垂直分，然后兴建一座城市。

Metaphase 1 Homologous pairs move together along the metaphase plate: the paired homologous chromosomes align along an equatorial plane that bisects the spindle.

中期 1同源染色体对沿着中期板一起移动：成对的同源染色体沿着将纺锤体一分为二的赤道面排列。

This is what created the stark contrast bisecting the jungle of islands that Wallace first sketched out in 1859, and that still fascinates biogeographers today.

这就是在1859年华莱士首次勾勒出的岛屿丛林中所产生的鲜明对比，而这一点至今仍令生物理学家们着迷。

It was quite open to the heath on each side, and bisected that vast dark surface like the parting-line on a head of black hair, diminishing and bending away on the furthest horizon.

道路的两边通向灌木丛，它把广袤、昏暗的面一分为二，就像是黑发中的头路，婉蜒消失在天边远处。

State  highway 30 bisected the dam along a causeway, splitting the lake between the two rivers with  a small bridge to allow water to flow between the two sections of the reservoir.

30 号国道沿着一条堤道将大坝一分为二，并用一座小桥将湖泊分成两条河流， 让在库的两段之间流动。

So for the next 2000 years, this is how everyone carried on bisecting polygons to dizzying heights as Pi passed through Chinese, Indian, Persian and Arab mathematicians, each contributed to these bounds along our committee's line.

因此在接下来的 2000 年里，随着圆周率穿过中国，人们继续将多边形二等分，直到令人眼花缭乱的高度，印度、波斯和阿拉伯数学家，每个人都为我们委员会的路线的界限做出了贡献。