Millennium

摘要： 1 Tourism Issue 4,2022 Mutianyu in the Four Seasons:The Mountains Being Encircled with Beautiful Colors There is a place with most beautiful colors in every seas on,such as spri ng flower,summer leaves,autumn maple and winter snow,which gives full expression of the beauty of the four seasons.Every corner of the place can have the people get the sense of going through the Millennium,such as city wall,gray bricks,enemy station and beacon-fire,which have the profound heritage and experiences integrated into the enchanting green mountains.It is Mutianyu Great Wall in Huairou District,Beijing City,a place having visitors indulge in pleasures without stop.

摘要： THE Chagan Lake,which means“a white holy lake”in Mongolian,lies in Qian Gorlos Mongol Autono-mous County in Songyuan City of Jilin Province.With a span of 420 square kilometers,it is one of the largest freshwater lakes in China,one of the largest inland lakes in Jilin Province-and famous for its bighead carp,common carp,and silver carp.

摘要： Processing of traditional Chinese medicine is a traditional pharmaceutical technology in China.The processing technology and methods in different places have their own characteristics.Anguo County,known as Qizhou in ancient times for its well-developed pharmaceutical industry,is known as"millennium medicine capital"and"the world''s first pharmaceutical market".It is one of China''s famous distribution centers of medicinal materials.Its traditional medicinal material processing and processing technology has high popularity.However,Influenced by inheritance mode and mechanical modernization,A large number of processing techniques of traditional Chinese medicine are in danger of being lost.This article focused on the traditional manufacturing process of Anguo''s Chinese patent medicine.Relying on the literature,we collected and organized the Chinese patent medicine of Anguo,analyzed its varieties,sources of prescriptions and processing technology,which improves the understanding of Anguo''s traditional Chinese medicine processing technology and its cultural connotation and provides a research basis for its inheritance and development.

摘要： In the following pages I will try to give a solution to this very known unsolved problem of theory of numbers. The solution is given here with an important analysis of the proof of formula (4.18), with the introduction of special intervals between square of prime numbers that I call silver intervals . And I make introduction of another also new mathematic phenomenon of logical proposition “In mathematics nothing happens without reason” for which I use the ancient Greek term “catholic information”. From the theorem of prime numbers we know that the expected multitude of prime numbers in an interval is given by formula ?considering that interval as a continuous distribution of real numbers that represents an elementary natural numbers interval. From that we find that in the elementary interval around of a natural number ν we easily get by dx=1 the probability that has the ν to be a prime number. From the last formula one can see that the second part of formula (4.18) is absolutely in agreement with the above theorem of prime numbers. But the benefit of the (4.18) is that this formula enables correct calculations in set N on finding the multitude of twin prime numbers, in contrary of the above logarithmic relation which is an approximation and must tend to be correct as ν tends to infinity. Using the relationship (4.18) we calculate here the multitude of twins in N, concluding that this multitude tends to infinite. But for the validity of the computation, the distribution of the primes in a random silver interval is examined, proving on the basis of catholic information that the density of primes in the same random silver interval is statistically constant. Below, in introduction, we will define this concept of “catholic information” stems of “information theory” [1] and it is defined to use only general forms in set N, because these represent the set N and not finite parts of it. This concept must be correlated to Riemann Hypothesis.

摘要： The United States once saw a "confusing" direction of the foreign aid development under the Trump administration.It was widely speculated that the US Agency for International Development (USAID),the Millennium Challenge Corporation (MCC)and the Peace Corps were all faced multiple pressure for reform,such as budget cuts, institutional restructuring,and staff adjustment.

摘要： 意大利船厂Otam发布了Millennium80系列的第四艘游艇，下水时间比预期交付时间早了一个月，第一次试航时，这艘船达到了48节的最高时速和41节的巡航时速。Otam已拥有超过60年的快艇制造经验，而在其旗舰艇Millennium系列第四艘游艇的建造中，船厂决心将性能与高度定制、舒适度结合起来。于是这艘Millennium 80HT Mystere，即是高性能的运动型游艇，又体现出意大利制造的优雅。

摘要： For the past 30 years, Chinese poverty alleviation achievements have promoted the global rapid decline of poor population, facilitated the realization of the process of the United Nations Millennium Development Goals and the steady improvement in the Global Human Development Index. Currently, Chinese targeted poverty alleviation is a new exploration in the history of human poverty reduction, will help relieve all poor population of poverty by 2020 and at the same time, will take significant advantages of the Chinese political system in the effective implementation of the Post-2015 Development Agenda and making new contributions to world poverty reduction.

摘要： 作为岛湾帆船周（Bay of Islands Sailing Week）的组成部分，新西兰千禧杯帆船赛（New Zealand Millennium Cup）是南半球最具知名度的超级帆船赛，几乎所有的参赛船只长度都在30米以上。当你有幸在岸上甚至在船上看到这十多艘甚至更多的海上巨无霸们同场竞技的场面，那种震撼感令人永生难忘。作为赛事的组织方和赞助方，新西兰游艇出口集团（New Zealand Marine Export Group）的CEO彼得·巴斯菲尔德（Peter Busfield）表示：这项赛事将让来自世界各地的超级游艇主们亲自感受到这项赛事的激动人心，以及新西兰帆船运动最为盛行的区域之一——岛湾海域的美丽景致。

摘要： Navier-Stokes equation has for a long time been considered as one of the greatest unsolved problems in three and more dimensions. This paper proposes a solution to the aforementioned equation on R3. It introduces results from the previous literature and it proves the existence and uniqueness of smooth solution. Firstly, the concept of turbulent solution is defined. It is proved that turbulent solutions become strong solutions after some time in Navier-Stokes set of equations. However, in order to define the turbulent solution, the decay or blow-up time of solution must be examined. Differential inequality is defined and it is proved that solution of Navier-Stokes equation exists in a finite time although it exhibits blow-up solutions. The equation is introduced that establishes the distance between the strong solutions of Navier-Stokes equation and heat equation. As it is demonstrated, as the time goes to infinity, the distance decreases to zero and the solution of heat equation is identical to the solution of N-S equation. As the solution of heat equation is defined in the heat-sphere, after its analysis, it is proved that as the time goes to infinity, solution converges to the stationary state. The solution has a finite τ time and it exists when τ → ∞ that implies that it exists and it is periodic. The aforementioned statement proves the existence and smoothness of solution of Navier-Stokes equation on R3 and represents a major breakthrough in fluid dynamics and turbulence analysis.

摘要： 在加勒比海岸,岛国特立尼达和多巴哥的球场,你会知道,什么是遗落人间的明珠,这里的原始雨林如一把把巨伞撑破本岛腹地的天空,一抹抹黄沙倾斜而下,横亘于翠绿色的加勒比海与深蓝色的大西洋之间。