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Apr 19
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Suối lách chân rừng,
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Kỷ niệm chiến công:
Sông lô – Đoan Hùng –
Bông Lau – Chiêm Hóa
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Thời kỳ chống Pháp
Gian khổ trăm đường?
Như một quốc vương
Mà ăn cà nhút
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(Tình người giản dị)
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Áo quần mấy bộ?
Quan sát nhà xí,
Giếng nước, bếp ăn
Cha lo cho con
Cũng không bằng thế!
Thật là vĩ đại
Trong cái bình thường…
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Có nghe suối mách:
Bác Hồ tiếp khách:
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Thủ tướng chính phủ,
Bộ trưởng quốc phòng
Quyết định “Phản Công”
Đẩy lùi quân giặc
Lãnh tụ của ta
Thật là toàn diện:
Chính tài, tướng giỏi,
Thấy rộng nhìn xa…
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Ra sông gặp bạn
Nơi khác chảy về,
Suối nghe bạn mách:
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Bác Hồ ra trận
(Bàn cờ “xuất xe”)
Quân ta đại thắng,
Biên giới khai thông,
Ta bắt liên lạc
Các nước trong phe,
Viện trợ chuyển về
Suối cười hả hê
Suối mừng kháng chiến
Nhất định thành công…
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Suối còn chưa biết
Hòa Bình – Tây Bắc –
Ninh Bình – Trị Thiên –
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Đặc biệt Điện Biên
Lũy sập đồn nghiêng
Pháo ran Hà Nội
Đón tiếp Bác về
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bfsdgsfgdG7 Email Homepage
2014/10/15 22:31
Surely the highest noteworthy irrational numeral - namely which approximately every baby learns of throughout their schooling - namely is which is known as "pi." This namely the digit which namely easy surrounded theory,additionally famously impossible to state within full. Simply put, it is the number which corresponds to the percent between a circle's circuit and its diameter.
The task of defining a numeral prefer pi namely never as easy as it might appear as as it was finally proved, the percentage between the diameter and circle of any circle is a number which namely quite close to the fraction 22/7 within fact this namely a amount which was quite constantly attributed to pi among these early years),only which, as it turns out,is absolutely inexpressible onward access of fraction or decimal. Most people are conscious that the amount of pi equals roughly three.14,but the digit doesn't annihilate here; it continues on without repetition, to infinity. This is what namely meant by"irrational."
The Pythagorians and Irrational Numbers
It is said namely the 1st person known to have proved the existence of irrational mathematics was a membership of the Pythagorian school/cult/social organization named Hippasus in the fifth centenary BC.
The Pythagorians were notable for believing namely mathematics provided a faultless representation of nature which accordingly meant is only real,affirmative mathematics could exist. This led to certain quite obvious mathematical problems,whatever such as the determination of the square root of certain numbers such as 2 or 3 which namely where troubles began for Hippasus.
As the legend goes (and of lesson there namely very mini access for today's historians to know equitable how much of it is true), Hippasus was able to evidence through relatively cozy,additionally smart means,namely the square basis of two was an irrational numeral and could not be expressed onward access of fractions. Because this so apparently went opposition everything namely the Pythagorians believed almost numeracy and its connection with the native world, they did never take kindly to such an assertion,not stuff how flawless the math may have been. As a result they took Hippasus out to ocean and threw him overboard, killing him.
The Pythagorians were rather solemn almost their mathematics,the north face outlet.
Common Irrational Numbers
Despite the prefer coarse attempts forward the Pythagorians to discourage their exterior irrational mathematics prevailed, and today there are a crowd of of them which are known to have quite real connection to the algebraic representations of the macrocosm.
Read aboard
Formulating Euler's Identity
Important Mathematical Constants
An Explanation of Pi
Pi, as has but been mentioned,is certainly the most notable of these,merely there are others which have equitable as much quantity.
Euler's Number,constantly expressed simply as "e,is certainly an irrational digit and an which comes up prefer frequently among advanced mathematical classes, as this number is a representation of the original logorithm," and is invaluable for calculating such common things as compound interest.
The Golden Ratio,often denoted as the Greek letter "phi"namely likewise quite much irrational, with a amount of elsewhere very approach to one.618. This percent has been thought to represent the most aesthetically pleasing,faultless proportion amid existence, and can be defined as the lengths of the sides of a "golden rectangle," which is a rectangle where the percentage of the lengths of the short side to the long side is the same as the percent of the long side to the short and long side put accompany While this may be confusing, it does not take away from the truth namely the golden percent has been known and understood throughout history, and actually does have quite real cor
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2014/06/26 09:46
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2014/06/24 05:20
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Camille Lou : On a eu un gros coaching vocal avant le show case à l'Olympia, parce que c'était vraiment important. Maintenant, on a tous ensemble quatre heures de théâtre et quatre heures d'expression corporelle par semaine. Roxane Le Texier : L'expression corporelle, c'est vraiment très important pour tout le monde.
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L'Université du Québec à Montréal (UQAM) est située au coeur de Montréal. Les deux campus qui la composent, soit le campus central et le Complexe des sciences Pierre Dansereau, s'intègrent au tissu urbain du Quartier latin et du Quartier des spectacles.Le Complexe des sciences Pierre Dansereau est situé à proximité de la place des Festivals,air jordan 4 retro NBA Michael Air Jordan 23 Cool Shooting, du Musée d'art contemporain et de la Place des Arts. Il comprend huit pavillons dont celui des Sciences biologiques, qui détient la certification LEED Argent décernée aux bâtiments verts.
Votre cycle de vie, le 9, caractérise votre ouverture au monde et votre besoin de lui être utile. Vous êtes en cycle formatif jusqu'au 14 Septembre 2020, et vous n'avez peut être pas encore trouvé la vocation. A ce stade, vous êtes certainement de nature assez angoissée.
Merci à Leu Siew Ying de son témoignage sur l'affaire de Taishi et la manière dont elle a été rapportée dans son journal, le South China Morning Post (SCMP) de Hongkong. Cela complète ce que nous disait Abel Segretin dans son article de Libé et ses commentaires du blog. Souhaitons lui de se remettre de ses émotions fortes..
Cycles temporelsEn numérologie, il existe 9 années personnelles. Chacune d'entre elles indique la tendance générale de l'année en cours. En ce qui vous concerne, vous êtes en année 5, symbole du changement. Année 4 : C'est l'année consacrée au domaine professionnel par excellence. Le travail est intense, la rigueur et l'organisation indispensables. C'est le moment idéal pour régler des affaires en cours et dresser son bilan financier.
wuhyaged8 Email Homepage
2014/06/18 22:50
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2014/06/15 20:16
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