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He innovation in the use of songs in the Western classical music: as in "Shuangjieao" in the style of Mozart's Sonata field in the "Blue Storm" beginning of the Gregorian chant, but also the rich Chinese martial arts (eg,"Shuangjieao","Long Quan" and "Fearless") or the characteristics of Chinese music (in the "wife", a guitar on the field with a round that played the pipa; use of folk music instruments:"Luanwu Spring and Autumn","as snow," etc.).

他创新地在歌曲里使用西方古典音乐:如在&双截棍&中的莫扎特奏鸣曲风格的过场;在&蓝色风暴&开端的格列高利圣咏,也有富中国武术(如《双截棍》、《龙拳》和《霍元甲》)或中国音乐特色的(在《娘子》中,过场的吉他就用了琵琶的轮指奏法;使用民乐乐器:《乱舞春秋》、《发如雪》等)。

As the beginning of ontology,Parmenides's beingis one,is eternity underlying the motion,it struggles against destiny,so it should be considered as a priori of relations between man and world,and also as transcendence of the world .

我认为,作为存在论开端的巴门尼德的存在是变中的永恒,是对命运的抗争,应该被理解为人与世界关系的先验性以及世界的超越性。

As the beginning of ontology,Parmenides'sbeingis one,is eternity underlying the motion,it struggles against destiny,so itshould be considered as a priori of relations between man and world,and also astranscendence of the world.

我认为,作为存在论开端的巴门尼德的存在是变中的永恒,是对命运的抗争,应该被理解为人与世界关系的先验性以及世界的超越性。

"The reign of the German Otto I, who greatly enlarged the empire and revive d the imperial title after Carolingian decline, is sometimes regarded as the beginning of the empire."

德意志国王奥托一世在位时,大为扩张帝国版图,继而掌控他的盟友,所以有时被视为神圣罗马帝国的开端时期。

"The reign of the German Otto I, who greatly enlarge d the empire and revived the imperial title after Carolingian decline, is sometimes regarded as the beginning of the empire."

德意志国王奥托一世在位时,大为扩张帝国版图,继而掌控他的盟友,所以有时被视为神圣罗马帝国的开端时期。

"The reign of the German Otto I, who greatly enlarged the empire and revived the imperial title after Carolingian decline, is sometimes regarded as the beginning of the empire."

德意志国王奥托一世在位时,大为扩张帝国版图,继而掌控他的盟友,所以有时被视为神圣罗马帝国的开端时期。

Begins the process of removing the Hellenic settlers and ruling elite from the land and returning control to the old Persian clans and local rulers - who enjoyed power under the Achaemenid Empire - as well as introducing loyal Armenian clans.

开端是拆除希腊化建筑,回归旧的波斯部落和领主。

So Team-Q is just old friends and I have chosen to keep the Q in my nick since my old friends has played such a big deal in my past from when I was 14 and started playing starcraft.

交灭Team-Q就都成了我的小冤家,而我不断把Q搁到我的昵称外,由于我的小友朋们很重视这件自我14岁开端打星际以来的一件小事。

So Team-Q is just old friends and I have chosen to keep the Q in my nick since my old friends has played such a big deal in my past from when I was 14 and started playing starcraft.

交灭Team-Q便皆败了我的小冤家,而我不断把Q搁到人的昵称外,由于我的小友朋们很重视那件自我14岁开端挨星际以来的一件小事。

As for Ukiyo-e prints, Suzuki Harunobu reached his prime time at his late years. For example 《Romantic Voluptuous Little Pretty》,《the Eight Scenes of Beauty's Chamber》《Romantic Beauty Mirrors》, this group of three of beauties are very famous. Kitagawa Utamaro had unique aesthetic appreciation, presenting women's charming and grace. Another artist Toshusai Sharaku didn't created many works. He appeared only for a short period of time, just like a shooting start crossing the sky. Katsushika Hokusai's "the Thirty-six Scenes of Fuyue" was the beginning of the popularity of Ukiyo-e prints. His work absorbed the factors of western world. Many of his works presented grandeur in front of people. The works of Utagawa Hiroshiga were also outstanding. His works revealed a sort of " Japanese complex".

浮世绘方面,铃木春信的创作旺盛期是在晚年,《风流艳色小豆人》、《风流闺室八景》和《荡女鉴镜图》三组美人画非常著名;喜多川歌磨有着独到的审美意识,展示女性的妩媚动人和优雅神态;役者绘大师东洲斋写乐的作品不多,仅仅出现在一个极短的期间,犹如历史夜空中一闪而过的彗星;葛饰北斋的&富岳三十六景&是浮世绘风景画流行的开端,作品吸取西洋的绘画元素,大多雄伟壮丽;歌川广重的&名所绘&出类拔萃,画中流露一种&日本情结&。

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Since historical times,England ,where the early inhabitants were Celts, has been conquered three times .

从有历史以来,英国,在此地早期居住的是凯尔特人,已经被征服了三次。

Bluetooth OBEX File Transfer Enables the sending and receiving of files on your phone via Bluetooth.

蓝牙OBEX文件移动允许经过蓝牙传送和接受文件。。。。

The almost sure central limit theorem is a pop topic of the probability research in recent years,because it has many actual applications in the random analogue.

中文摘要:几乎处处中心极限定理是近几十年概率论研究的一个热门话题。它之所以引起人们的注意是由于它在随机模拟方面的实际应用参见Fisher