《小菊的秋天》的主人公是一名来自湖南农村的姑娘小菊，她原本是到深圳与未婚夫结婚，结果却接到了未婚夫几天前出车祸去世的噩耗。独自留在异乡的小菊虽然到处碰壁，却凭着乐观的态度不断奋斗，最终找到了自己的位置和爱情。王传一则再次饰演一名白马王子，家境殷实、风度翩翩，经过了一系列的误会与挫折，终被小菊的善良与努力所打动，上演了一段唯美的爱情故事。
外形出色，爸爸是大公司的老板，且收到了世界知名声乐学校的入学通知书。人生到目前为止都极其完满的高惠美（裴秀智 饰）却因为爸爸投资的失败，之前所拥有的一切都化为了泡影。更不幸的是，她还被人追债。在被追债的过程中，惠美意外结识了玄时赫（玉泽演 饰），为了偿还债款，惠美很不情愿的去报考之前被她瞧不起的麒麟艺高。本以为才艺双全的自己定能毫无疑问的选上，结果却让惠美大受打击。样样不如自己的好友尹白熙（韩恩静 饰）却被选上。大受挫折的她最后因为特别选拔才被选入。而进入麒麟艺高才是所有故事的开始。一切都和她曾经所识所知不同，在跌跌撞撞的过程中，惠美和其众好友向着成为明星的道路前进，与此同时，惠美的内心也在成长着。这个是全新的世界，一切的所获都是因为自己的努力。在麒麟艺高，他们绽放自己的青春，实现自己的理想。
Nicolai Cleve Broch(《马克思·马努斯》)和克里斯塔·科索恩(《银翼杀手2049》)主演，Anne Bjørnstad和Eilif Skodvin(《利勒哈默尔》)任主创，杨斯·连恩(《超完美地狱》)执导，8月21日播出。
生意惨淡的屌丝导游王实在，偶遇被邪恶忍者追杀的女忍者服部桃子。在桃子的胁迫下，王实在和她一起踏上了寻找忍者之刃和其他女忍者的旅途。当万事俱备时，服部桃子被邪恶忍者捉走，王实在成为了发动忍者之刃的关键。为了战胜邪恶忍者的八岐大蛇幻术，王实在和服部桃子决意放手一搏……
Supplier participation also means the joint development of new products/technologies, the exchange of data and information, the sharing of market opportunities and risks. Under the environment of JIT production, manufacturers no longer only consider the price when selecting suppliers, but pay more attention to selecting suppliers who can cooperate well in quality service, technological innovation, product design, etc. Suppliers supply various factors of production (raw materials, energy, machinery and equipment, spare parts, tools, technology and labor services, etc.) for the production and operation of production enterprises. The quantity and price of factors provided by suppliers directly affect the quality of enterprise production, cost and product quality.
突然某一天，地球上的人们开始停止死亡，日复一日，如此继续~~~~这也就是说Jack上校不再是唯一一个不死的人，地球上的所有人似乎都获得了永生。但是人还是会老，会变弱，快要死的人都在濒死边缘，但就是不死！问题也随之而来：如果人不再死去，人类的数量将持续膨胀，原本地球上的食物、空间、温度这些系统都是依靠人们不断生死运行着的，突然一切乱了套，必然地球有一天会无法支撑下去。于是“奇迹日”之后火炬木小组加入了这次调查！
根据线索，骆迦山和邝队等人赶至一座出租屋围捕。结果，非但未能见到人质柳素素，反而骆迦山在行动中误杀了一个名叫“马桶”的嫌疑人。邝队在现场发现一张模糊照片，带回警队交给技术部门处理。
Load Cache
讲述两个男人为了抓住连环杀人犯而违反法律和原则的故事。“谁是怪物！是你，是我，还是我们？”
A PLASTIC OCEAN begins when journalist Craig Leeson, searching for the elusive blue whale, discovers plastic waste in what should be pristine ocean. In this adventure documentary, Craig teams up with free diver Tanya Streeter and an international team of scientists and researchers, and they travel to twenty locations around the world over the next four years to explore the fragile state of our oceans, uncover alarming truths about plastic pollution, and reveal working solutions that can be put into immediate effect
1924年，王剑虹病逝。悲痛万分的瞿秋白第二天就出现在了课堂上。瞿秋白因住处遭到敌人的搜查而被迫转入地下活动，杨之华受组织负责与瞿秋白联系，师生加战友的情谊，渐渐升华。在上海工人运动的大潮中，杨之华勇敢的向瞿秋白表白，后者委婉拒绝了她……
Macro commands: d, df, f, df, d, db, b3
不回答也不成，爹好像很生气哩。
《爆笑先森》是一部为互联网而生的碎片化式喜剧，每集由多个片段组成，剧中男主角崔志佳有千变万化的职业和身份，经历了各种爆笑故事。江湖小馆中，大侠路见不平，拔刀相助，引发江湖的一场血雨腥风；被困在孤岛的一群“野人”，与世隔绝，上演一幕另类的荒岛求生记；战火纷飞的前线，士兵们为了完成受伤战士的最后一个心愿，前赴后继；加勒比海盗船上，独眼船长想起了当年自己的“英勇事迹”……
一位女警因公殉职，灵魂穿越到一个燕北朝王朝，附身在一位将军府庶出小姐楼兮瑾身上。这位不受待见的庶出小姐此时已被赶出家门，母亲也在颠沛中去世。被千机府的将军李林中收养，她也因此加入千机府做了千机卫，也算是重操旧业。
二十世纪七十年代末，在老北京一个小胡同里，少年冯都在小伙伴肖战的家里，第一次看到了电视机，屏幕中的影像深深震撼的冯都的心灵，从此，他一生与电视结缘。高中时，他为向女友证明自己，用废旧零件组装了一台电视。改革开放初期，他抓住机遇做电视生意，挖到第一桶金。电视普及后，冯都成立影视公司，成为优秀的制作人。在市场经济大潮的冲击下，冯都的事业不断发展，但同时，他在追求人生价值的道路上也一次次陷入迷惘，付出了沉重的代价。人到中年，冯都终于找回做电视事业的初衷，把自己对时代对人生的思考，融入到一部真诚的纪录片中。
但这是小说，还是武侠小说啊，男主角还没有开始纵横江湖，现在就有孩子了，这算什么？以后张翠山出去比个武决个斗，还要拖家带口？曹林一直期待着小说神转折，但是这个转折也太神了吧……张翠山和殷素素的孩子出世的那天，谢逊再次发癫发狂，张翠山、殷素素为保护孩子，和谢逊激战，甚至刺瞎了谢逊双眼。
Legend Level: Physical Attack, Magic Attack and Independent Attack, with an average increase of about 3%.
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.
