"Of course not bamboo rat, I am from Yunnan, I have seen more bamboo rat, I said it is a big rat, naturally much bigger than the general rat, bamboo rat in front of it is nothing at all, how big is this rat? To put it simply, it is not much smaller than domestic cats, and some are even a little bigger. The body is cylindrical, and the tail behind the buttocks is thicker than the thumb of normal people. Moreover, it is different from the soft cortex of ordinary mice. This kind of big mouse is hard all over, that is, the kind of hard with extremely developed muscles and no fat. " Zhang Xiaobo said, stretching out his hand and gesticulating in the air. According to the volume of his gesticulating, if the mouse can grow to this size, it is really extremely frightening. Even one mouse is so, and the scene is really very frightening when it appears in groups.
For example, I opened a restaurant that normally can accommodate up to 30 people at the same time. You go straight into the restaurant, find a table and sit down to order, and you can eat immediately.
徐阶面色凝重，看着杨长帆，这一刻他竟然词穷了。
随着一阵隆隆的马蹄声响起，河边的小动物骤然被惊的四散奔逃，就连清澈河水中的鱼儿似乎都感受到了异样，惊慌失措地进入河流中央。
1. As a math student, I have studied math for four years, and I don't agree with the bibliography you gave at random. First, there is no step type and it is unfriendly to beginners. Your title and the purpose of writing this series are probably for Xiaobai to see. So, may I ask, a Xiaobai needs to see the principle of mathematical analysis? ? Is it necessary to look at Princeton Calculus Principle to learn artificial intelligence? ? In my shallow understanding, the biggest difference between mathematical analysis and advanced mathematics is the same theorem. High numbers only require that they can be used. Mathematical analysis is rigorous and will definitely give proof. However, for the mathematics needed in most artificial intelligence, you need to prove the correctness and completeness of this theorem in your work? ? I'm afraid the project will be closed long ago when you prove it. You replied to me that this is only a bibliography, not a recommended bibliography, but most of the following comments decided to give up when they saw the book list. If you put these books out, it will be instructive to those who read your articles. I think you are misleading people. Second, I have roughly deduced from the number of references you have made that you may not have a framework for the mathematics of the whole artificial intelligence, otherwise there would not have been such irresponsible recommendations. However, out of respect for you, I did not question your ability. I only gave a brief recommendation in the comments on the suitable math bibliography for beginners.
进步女学生肖红绣携情报前往红军游击区，途中被保安团团长方兆猛抓捕，又与其子方跃光产生纠葛。肖红绣借方氏父子的矛盾将情报送达，又设法回到方家，跟方兆猛和国民党军队团长敖胜斗智斗勇，协助红军成功还击。肖红绣与方跃光在斗争中渐渐相爱，方兆猛也受影响开始暗中帮助红军。进入抗日时期，肖红绣方跃光并肩战斗，英勇抗击日寇。肖红绣出险招，攻下芦阳城，消灭日军。肖红绣最终回到了方府，方府披红挂彩，为他们举行了一个热闹的婚礼，于萍和方兆猛也出现在他们的婚礼现场。
马旅长不同意，却不知陈竹云已经被王子敬安排的人害死在牢中。陈汉昌得知父亲惨死，前去刺杀马旅长，却被马旅长和卫士俘虏。马旅长欲严办陈汉昌，经亚男帮
在城里开公司的赖亚洲，因不善经营，加上霉运连连，导致负债累累。而想当好村支书的马晓棠得罪全村人，也是焦头烂额，洋相百出。误打误撞的马晓棠误把赖亚洲当成大能人从城里请回村，推上村长位置，期待他解救自己和全村的困境。赖亚洲这个新村官意外为全村找到科学发展的新路。但是恪守政策、不懂变通的村支书马晓棠却对赖亚洲的“盘外招”又爱又恨。赖亚洲和马晓棠，两个既“相克”又“互补”的欢喜冤家，在纠缠不清的麻烦和风波中前进，同时收获到始料未及的爱情。
一度春风，无边极乐后，令狐冲认清了自己的本心，原来日月神教才是他的归宿，弃明投暗，改正归邪，走上一代剑魔之路。
这部黑色喜剧围绕一个看似成功祥和，实则秘密暗涌的花卉家族企业展开。一天，大家长发现长期陪伴自己的情人溘然长逝，他决定将二人的私生子女带回家与现任妻子和家人同住，而妻子和家人之前并不知晓这些孩子的存在。本剧集探讨的主题是无论内心如何煎熬，都要保护和原谅所爱之人。
武林群雄並起，魔妖亂舞，黑獄、無始暗界紛紛入世，戰雲界更傾巢而出，各方勢力角逐中原。天佛原鄉內部，又將開啟怎樣的秘密？玉海九輪盤出現，欲界的精神象徵，是否代表著魔佛波旬即將再度武林？武林陷入前所未有的戰局。素還真現在又在哪裡？一頁書又將如何反撲？
那么秦国故地的关中兵力不足，防守虚空，正是大好的机会。
Ability to manage discordant behaviors caused by controversial views at MDT meetings;
11. Stocks are very expensive and have gone up a lot, which is not the reason why you refuse to buy or sell. He may rise even higher.
长途跋涉后，浪人听到一位父亲说年轻人不听劝告去赌博，又听小酒店的权爷说两个头头间有仇，便决定在村里住下来。浪人给一方头头清兵卫以杀掉三个不合作者获银五十两为条件，当了保镖。起名叫桑烟三十郎。可是女头头阿铃，打架取胜后说要是杀了保镖，50两银子就要回来。浪人偷听后，辞去了这份工作。当保镖的本间先生，在十字路口碰上了清兵卫和新田丑寅两家，怒目而视，浪人在一旁观战。丑寅的身边虽然跟着弟弟亥之吉，但他好打架。
临时想起这奇妙怪诞的主意，把三人种在树根下，从而躲过敌人的探查，不能不让他佩服。
福原遥在剧中饰演麻积村，柳美稀饰演御厨，某天上课时，麻积村突然注意到坐在旁边的冷酷辣妹御厨其实是十年前的好友，希望再和她成为好姬友，两个人看起来性格完全不同，也希望一直做朋友，却总是阴差阳错闹误会……
Round 3: 1-2,
Recently, I have made a preliminary investigation on DDOS attacks, and have some superficial understanding of the causes of DDOS attacks and their detection and defense mechanisms. This paper focuses on some thoughts on DDOS attacks in metropolitan area network environment under traditional network architecture.
