树

Today you will drive through the forest region in Western Australia and get to Shannon National Park for visiting the ancient Karri trees and Jarrah trees. These tall, thick and majestic trees are comparable with Californian Redwood trees.

今天，您将开车穿过西澳的森林地区，到胜嫩国家公园 Shannon National Park 去参观原始卡里树和丁戈树，这些粗壮、雄伟的大树足以和加利福尼亚州的红木树媲美。

Today you will drive through the forest region in Western Australia and get to ShannonNational Park for visiting the ancient Karri trees and Jarrah trees. These tall, thick and majestic trees are comparable with Californian Redwood trees.

今天，您将开车穿过西澳的森林地区，到胜嫩国家公园 Shannon National Park 去参观原始卡里树和丁戈树，这些粗壮、雄伟的大树足以和加利福尼亚州的红木树媲美。

Taiwan drove to the 21 line continued to visit on the 12th bridge, the entrance to a note card, that is, at the entrance to Mount Zion, according to indicators continued to turn left can see the door of Zion Holy Mountain, above the two white A winged cherubim (Mount Zion built cherubim door is symbolic of God Chapai angel guards the road leading to the tree of life, security guards God's sacred mountain, symbol of human life to the Eden tree has smooth the road), The mood is extremely beautiful; along the way can also see many of special significance to the beautiful scenery and attractions, such as the Tianchi Zion, David Castle, the Arc de Triomphe House, Victory Tower, the Monument of truth over power, Tianxiayijia, Meiyuan, Ting Li-jun, The altar, the Temple of Christ is the rock, flashing the tent, Zion tree house, and so on the beautiful scenery, as if your exposure in the nature of worldly paradise!

驱车前往台21线续行至12号桥头处，可以入口处有一说明牌，此即为锡安山的入口处；依指标左转续行可以看见锡安圣山的大门，上面安有两个白色著翅膀的基路伯(锡安山建基路伯大门乃象征神差派天使看守通往生命树的道路，护卫神的圣山，又象征人类通往伊甸生命树的道路已经畅通了)，意境极为优美；沿途也可以看见许多具有特殊意义的景物和美丽的景点，如锡安天池、大卫城堡、凯旋楼、胜利大楼、真理战胜强权纪念碑、天下一家、梅园、立君亭、祭坛、圣殿、基督是磐石、闪的帐棚、锡安树屋等等美丽的景致，让您置身在彷佛人间仙境的大自然中！

A North American tree of the genus Liquidambar having prickly spherical fruit clusters and fragrant sap.

一种枫香树属的产于北美洲的树，有多刺的球形果实串和芳香的树汁。

Any of several deciduous trees of the genus Liquidambar, such as the sweet gum.

枫香树一种枫香树属的落叶树木，如枫香树

Originally grew up in a remote corner of the tree, a tree originally madding crowd, because of the need to become a landscape to re-stand in a tree.

一颗原本生长在遥远的角落里的树，一颗原本与世无争的树，因为需要，变成一颗要重新站成风景的树。

I rose as at thy call, but found thee not; To find thee I directed then my walk; And on, methought, alone I pass'd through ways [ 50 ] That brought me on a sudden to the Tree Of interdicted Knowledge: fair it seem'd, Much fairer to my Fancie then by day: And as I wondring lookt, beside it stood One shap'd and wing'd like one of those from Heav'n [ 55 ] By us oft seen; his dewie locks distill'd Ambrosia; on that Tree he also gaz'd; And O fair Plant, said he, with fruit surcharg'd, Deigns none to ease thy load and taste thy sweet, Nor God, nor Man; is Knowledge so despis'd?

它看来很美，比我白天所想的美丽百倍；我惊奇地发现，树旁站着一个带翅膀的，样子很像我们常常看见的天使，他那湿漉漉的鬈发，蒸发着天香。他也在那儿观看那棵树；还说： '啊，真是美丽的树，果实累累，竟没有神或人来品味你的甘美，从而减轻你的重荷？难道知识那么贱？

In section two,we will prove thatχ_s=εΔ,where T is a tree andε(∈[1,2]) is a real number,by using the result of tree,we bound the star chromatic index of Halin graphs and monocycle graphs.

第二节研究了树的星边染色，证明了对最大度为Δ的树T，存在实数ε(1≤ε≤2)使得χ_s=εΔ，最后利用树的结果给出了Halin图和单圈图星边色数的上界。

Keywords: General AND/OR graph;heuristic search;heuristic function;monotone restriction;algorithm.

根据新定义的启发式函数h以及广义AND／OR图的最佳解树之所有子树亦是最佳子解树的原理，提出了广义AND／OR图的自底向上的启发式搜索算法BHAO。

For the partial products generation, the novel method of Booth encoding combined with partial products generating is put up, which can directly map the multiplicand and multiplicator to partition products without generating the BOOTH encoding results. For the optimization of Wallace tree adding, the series formulas of full-adder and 4-2 Compressor realization are introduced to guidance the selection. For the non-bias round, forwarding round disposal in Wallace tree method is brought forward to avoid the final multi-bit adder. Also, the idea of delay-oriented partition of the MAC frame is put up to achieve the perfect match with multi-pipeline DSP architecture.

提出了一种构建多模式算法最小并集的MAC通用结构思想与一种划分MAC通用结构以适应多流水级DSP处理器设计的通用MAC设计方法；对于BOOTH编码和部分积产生，提出了直接建立被乘数与部分积的多路选择映射关系的BOOTH编码和部分积联合产生方法；对于最优Wallace树型加法实现，提出了全加器和4-2 compressor电路实现Wallace树加法所需的关键加法路径级数公式以指导实现选择；对于无偏舍入处理，提出了在Wallace树处理舍入问题的舍入运算前置方法；提出了以时延为导向的MAC各部分单元组合与流水线匹配具体方法。

Singer Leona Lewis and former Led Zeppelin guitarist Jimmy Page emerged as the bus transformed into a grass-covered carnival float, and the pair combined for a rendition of "Whole Lotta Love".

歌手leona刘易斯和前率领的飞艇的吉他手吉米页出现巴士转化为基层所涵盖的嘉年华花车，和一双合并为一移交&整个lotta爱&。

This is Kate, and that's Erin.

这是凯特，那个是爱朗。