该剧描述了维京人鼎盛时期的故事，他们在当时的北欧地区处于统治地位，因为喜好海上劫掠并不断对外扩张，被人们冠以「北欧海盗」的别号。该剧将侧重于描写维京人的生活、贸易、探索及对外侵袭。
If there is an activity instance in the application in singleTop, singleTask, singleInstance, and the startActivity (Intent intent) returns to the activity again, since the activity does not recreate the activity but reuses the instance in the stack, the activity does not call onCreate, onStart, but directly calls onNewIntent (Intent intent) function after obtaining the focus again;
讲述了周屿（阿盐饰）意外去世，灵魂附身金毛狗陪伴兄弟朱可（籍皓饰）。开始帮朱可反抗领导压榨、揭穿伪善女神（郑啟姿饰）、打破职场潜规，最终让朱可逆袭——脱单、成为自由且幸福的漫画家。扫墓时，女友（孟轩子饰）告诉朱可，从没有周屿灵魂，逆袭全靠他自己。
先是万震山的八个弟子深夜寻衅，打了他一通。第二天他气不过他们的奚落嘲笑，用从一个老乞丐处学来的几招剑法回敬了其中几人。
许多年以来，美国的内华达大沙漠一直是个神秘的地方。有人说，这是因为外星人的飞船曾在巫山降落。杰克是一个拉斯维加斯的出租车司机，有一天他在车上发现了一对神秘的兄妹俩。从伸出援手的那一刻开始，他就卷入了一场令人惊心动魄的冒险旅程。原来，这对拥有异能的兄妹来自外星，且还隐藏了不为人知，却足以使整个宇宙毁灭的秘密。兄妹两人必须在现有的时间内找到失踪的太空船，返回外星。
精通科技的10岁男孩Ryder在拯救了6条小狗之后，将他们训练成了一组本领高强的狗狗巡逻队。每个小狗都性格鲜明，也各有特长。不管遇到多么困难和危险的救援任务，他们还总是忘不了相互玩闹，制作轻松的气氛，而每次幽默乐观的狗狗能总能顺利完成任务。
我怎么不敢？……喂，你在干什么？陈启也采取了行动，两人拉拉扯扯，纠缠在一起。
能让马车跑快点，要保护好韩王的安全啊。
本尼迪克特·康伯巴奇将主演聚焦英国脱欧的2小时新剧《脱欧》(Brexit，暂定名)，饰演公投官方竞选组织“Vote Leave”的首席总监多米尼克·卡明斯。该剧将探索这场数据驱动的政治运动，这是现代史上最具争议、最有争议的政府公投之一。剧集由托比·海恩斯执导，剧作家詹姆斯·格拉汉姆操刀剧本，今年下半年开拍。
Pressing F8 key during startup is the most traditional and commonly used method: turn on the computer power supply, immediately press F8 key on the keyboard after the hardware completes self-checking, and many advanced startup options are listed here. In this security mode, there are several types. Generally speaking, you can choose to enter the common security mode. In addition to this most commonly used method, you can also start the system in "safe mode" by holding down the Ctrl key when the computer starts.
影片讲述了一个山区贫困家庭的小女孩在养父母因病失去生活自理能力后，放弃回到亲生父母身边的机会，心甘情愿地选择留在养父母身边，尽忠尽孝照顾双亲、克难奋进自强不息的故事。该片于2012年9月20日全国上映。在梅州和广州上映近3个月，创下了两地观影人数超过100万人次的观影纪录。
Source: CCTV Network
此等大辱，岂是京城百姓，百年基业，满朝文武的性命所能及。
The park is divided into four areas, namely Taoling Chunxiao Scenic Area, Jinshan Scenic Area, Konggu Fanyin Scenic Area and Landscape Coordination Scenic Area. Its construction period is from 2003 to 2010. Since the construction of the park began at the end of 2002, Taoling Chunxiao Scenic Area, located at the entrance of the park gate, has been completely completed and is currently the main scenic area for tourists to visit. Jinshan Scenic Spot has also been basically completed and tourists can visit it. The East China Sea Kannonji and Great Peach Blossom Mountain in Konggu Sanyin Scenic Area will complete the transformation of landscape forests next year, so long as the hiking trails are perfected, you can play.
According to the official website of China Quality Certification Center, since June this year, 8 5G mobile phones have obtained 3C certification.
特警队教官欧仁近来诸事不顺，而偏偏警队又突然空降了一个培训生乔汉娜，这个一心想成为法国特警队第一位女警官的培训生就像一颗定时炸弹，她给特警队惹了千奇百怪、层出不穷的麻烦，但每次都歪打正着，和队友一起出色完成各类高难度任务……
1936年，年轻的复兴社干部训练班学员林楠笙，被复兴社特务处上海区区长陈默群带往上海，参加抓捕潜伏在蓝衣社的地下党活动。在执行活动的过程中，正直单纯的林楠笙不断被顾慎言、纪中原、朱怡贞等共产党人为国为民的使命感和大无畏的牺牲精神吸引，对国民党内部的乱象和社会现实有了更深的思考，也对共产党人的信仰和追求有了更多的了解。
该剧讲述了方言因幼时经历被噩梦综合症所困扰，却在遇上霸道总裁时孟之后能够安然入睡。但阴差阳错间，方言误将明星歌手时一认成自己的“熟睡治愈男神”，于是她开始了一场在误会中进行的追爱之旅。噩梦少女遇上霸道总裁，完美主义CEO PK 忧郁暖系大明星，醋王开杠、甜蜜升级，围绕方言、时孟、时一的命运召唤已经开启，“睡错王子”的故事将何去何从？
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.
