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Lin Wei, founder of Golden Rainforest: "Recently, the country has issued a series of policies to rectify the off-campus training of K12 disciplines. However, the market demand is great, and counseling agencies of various disciplines are also seeking transformation. Therefore, quality education including thinking ability training will enter a faster development stage in the future. However, compared with subject counseling, the training of thinking ability is more comprehensive and the training process is more complicated. Therefore, higher requirements are put forward for the professional ability and industry cognition of industry practitioners. "《摩登家庭》是由二十世纪福克斯电影公司拍摄，美国广播公司购买并在美国播出的电视剧。故事主要围绕三个有关联的美国家庭展开，一个“看不见”的摄像师扛着摄像机记录他们生活中的点点滴滴。第6季中故事以独特的视角，讲述了极具代表的三个典型的美国家庭复杂而混乱的日常生活和情感世界。在第6季中还会有很多演员加入。伴随着三个家庭点滴的成长与变化，相信这部剧集还将走得更远。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.美国CIA特工受命潜入俄罗斯西伯利亚的俄天然气开采公司，希望以此阻拦俄罗斯人获取廉价开采天然气的新技术。到达寒冷的目的地后，他发现周围的一切并不简单。当一名电影翻译员走进他的生活后，这位田径明星放弃了预设好的发展道路，第一次开始跟随自己的步调与内心。孤儿马天佑自幼在澳门的修道院长大，得修女康妮悉心照顾，二人关系如同母子。而康修女对天佑的身世亦知之甚长，但一直总不愿告之真相。十九岁那年，天佑决定趁着假期独自跑到香港找寻亲生父母的下落。期间天佑认识了退休医生冯宗，并寄居于冯家作帮佣。几经波折，天佑与王姓一家相认，更初次尝到家庭温暖，及至对王家女儿阿香发生感情，碍于兄妹关系，唯有黯然返回澳门。 康修女得悉天佑的经历及感情上的烦恼，内心挣扎一番，终于向他揭露了一段痛苦的过去。原来天佑的生父乃冯宗之子冯约礼。二十年前，康修女和冯约礼原是一对恋人，康修女的好友容晓梅亦同时爱上冯约礼，且和他发生了关系，康修女得悉后大受刺激，看破红尘。而容晓梅生下天佑后，则难产而死，临终前将儿子交托康修女照顾。 天佑得悉自己身世秘密，对生性风流不羁的父亲颇不接受，后因祖父病重，天佑入住冯家，与父亲接触渐多，开始对父亲有所改观…　　Kasik、Panturath和Taanta是三个相互接壤的国家。Kasik在北边，物产丰富，有钻石之国的美誉，却没有用来出口矿产的海港；Panturath在Kasik和Taanta两国中间，由王后摄政；Taanta在南边，是个弱小的国家，却拥有海港。Taanta国国王看中了Kasik 国的富有，而Kasik也需要出海口，因此两国联姻。听信了Kasik国的国王Rangsiman不好谣传的Taanta公主Manisara在迎娶她的那天，骑马逃走，碰到在边境的Panturath国王子Tayutiton，被带到Panturath国的行宫。 　　Panturath的公主Tasiga听说哥哥并没有把Manisara公主送回Kasik，不由担扰这件事将会引发战争，于是决定动身前往行宫，途中被一群黑衣人伏击，和随从走散，遇上乔装到Panturath查探虚实的Kasik国王，被迷晕带到了Kasik国队伍。 　　究竟Kasik国国王为什么要药迷Tasiga公主？是一见钟情还是出于政治的目的？而由Panturath国Manisara公主的逃婚引发的一连串事件是否会导致三国之间的纷争，三国又将如何行动？