板栗用力点头道：对。
PS: Many forums have seen beginners ask whether WCF still needs to learn in depth, because they think these technologies may be outdated. Maybe Microsoft will launch a new SOA implementation scheme at that time. Wouldn't it be a waste of time to learn in depth, so they feel that there is no need to learn in depth and just know how to use them. I had the same feeling about this problem before, but now I think that although WCF technology may be replaced, the key to understanding a technology in depth is not to know some more advanced API calls, but to understand its implementation mechanism and way of thinking. Even if the latter technology is replaced, the mechanism behind it is definitely similar. Therefore, if you have a thorough understanding of a technology, you will feel familiar with the new technology and relaxed about it. In addition, after you have a thorough understanding of a technology, you dare to say that you have mastered the technology well during the interview, instead of saying that you use it a lot at ordinary times. Once you ask deeply, you do not know the implementation principle behind it. This is also why I want to write WCF series. I hope this opinion is helpful to some beginners.
丈夫出门妻子担心男人总会告诉女人这样一句话：“一定要坚守阵地，守地住要守，守不住也要守”。使他们产生深厚的感情。某房地产售楼部女经理的老公是摄影记者，亦经常出门，一位台湾商人面带让人心动的微笑走到她的情感世界门外……一位美丽可爱的女人祝婷婷，却爱上了已婚作家，经历了痛苦不堪的徘徊，最后竟吞下了自己酿造的苦果……富婆王美丽以买楼为由，相中了心中的白马王子刘万财（周杰饰），这对靓女俊男从互相排斥到依恋，最后竟走到一起。 本片耐人寻味，令人深思，其曲折复杂的感情纠葛，告诫人们爱的营造需要共同的努力，爱的防线需要共同的坚守……
Schedule), indicating when and how often the event starts, and the second part is the event action
随着日常的工作接触，尽管李莉对刘东毫无感觉，但刘东却已经暗暗地爱上了她。相貌英俊，性格豪爽的军分区参谋马刚来医院就诊，与李莉邂逅，两人一见钟情，相同的家庭背景让两个年轻人越走越近，很快就到了谈婚论嫁的地步。婚前旅行让两人收获了满怀的好心情，旅行照片中的甜蜜正在向他们招手。
Tennis
10多年后，天白长大，外人的闲言琐语使他分外仇恨生父…
不过，看其妻，就能观其夫，当年唐伯虎的爸想必也是一个奇葩之人。
Title Category:
As a result, there is no conflict between maternity leave and paid annual leave, and female employees can enjoy both maternity leave and paid annual leave.
Country Name Death and Injury Total Death and Injury
大型新农村浪漫时代系列轻喜剧之《嘿！真不是闹着玩的》由兄弟时代影视公司出品，卢卫国执导，新锐演员李泽锋、解惠清、殷叶子主演，更有韩兆、曹随风、张立、范军、李菁菁等实力演员倾情加盟。
讲述了一对夫妻由一见钟情，到由于婚姻琐事争吵、直到形同陌路即将离婚的故事。这是Luis和Eva初见后的第11年。他们深爱、结婚、生子，而现在，在去往法院的路上，这是他们离婚前最后一次面对面。去法院的路途显得很长，他们回忆起造成这一心碎结局的种种过往…
Through participating in the competition of the first season of "Charming China City", many unknown cities have entered the public's view and the city's economy has increased significantly. Yan'an received 50.59 million tourists in 2017, up 25.68% year-on-year. The city's comprehensive tourism income totaled 29.87 billion yuan, up 31% year-on-year. Lu'an received 45.0186 million domestic and foreign tourists in 2017, with a total tourism revenue of 35.027 billion yuan, up 25.36% and 37.12% respectively. Liangshan Prefecture received 44.192 million tourists in 2017, with tourism revenue reaching 36.108 billion yuan, up 8.28% and 19.71% respectively. During the Spring Festival Golden Week this year, 5.128 million tourists visited Liangshan, up 47% year on year. Shiyan City has embarked on a new way of poverty alleviation through tourism, which is "poverty alleviation drives rural tourism, and rural tourism promotes poverty alleviation". Up to now, the city has invested 780 million yuan in special poverty alleviation funds, 2.6 billion yuan in social funds, 1.1 billion yuan in agricultural-related funds, 56 demonstration villages for rural tourism, and more than 50,000 poor people have been lifted out of poverty and become rich under the drive of rural tourism industry.
所以没过多久，越王尹旭的书房里，一场别开生面的御前会议便在这里召开了。
一部描写脑外神经科医生们的故事，崔贞媛饰演极富使命感又一板一眼的神经科医生尹智慧，对患者极为热忱温暖，积极坚强。将与申河均饰演的男主角有对手戏。
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.
惠子和年轻有为的准外交官志摩信夫不由自主地相爱，却受到了重重阻挠，信夫的母亲是个傲慢的人，由于门第观念，她坚决不同意儿子和惠子交往，且经常从中作梗。惠子的生母为了维护自身名誉以及现任丈夫的事业，迟迟不认惠子，甚至在丈夫的逼迫下要求惠子和信夫分手，以成全丈夫与前妻所生的女儿。惠子的生父为了达到吞并别人的目的，不择手段，甚至连自己的女儿、妻子也成了竞争的工具，赌博的筹码……
