In about 570 BC, Pythagoras was born in Miri are in the vicinity of Samos (Greece today in the eastern island), he summed up the first "mathematics" and "philosophy" of knowledge and projections of two "right-angle Hypotenuse of a triangle equal the square of the two right-angle edge of the square and "theorem. A Ancient Greeks love the sport, advocating healthy physique to enjoy the superb athletic ability. First, the main structures Feiluo Si Le Weng invited to watch the fun games, Pythagoras. The grand arena in a sea of people, and the scene was magnificent. Pythagoras and the chat le Weng, a harmonious atmosphere. Le Weng admired knowledge of Pythagoras, see the playing field in a variety of sports and the identity of those who possess skills on the stage of the Warriors, then turned around to ask is what kind of Pythagoras. Pythagoras said: I am a philosopher (Greek philosophy means love of wisdom, the philosopher is the love of wisdom). This is the first time that human use of the word philosophy. Le Weng asked why is love of wisdom, not wisdom? Pythagoras said that only God is wise, most people love wisdom. Today, as the arena to a wide range of people, some of the money to do the sale, some idle around, and the best people in the audience thought. As in life, a lot of man-made humble desire to pursue fame and fortune, only to find the truth philosopher. Since then, with a philosopher in the world, has also become a philosopher seeking the truth and never give up the goals and beliefs. B Pythagoras and Confucius is from the same period, two different cultural traditions is the founder and representatives (the ancient Chinese Confucianism and the Pythagoreans of ancient Greece). Although the two where the human thinkers of the environment and the difference between geographical distance, but they are concerned "and" the idea of music as well as functional knowledge but showed great similarities. One day, Pythagoras passing a smithy, the hammer blow to hear the voice of the anvil, listen to the debate out of four, five and eight degrees and three homonym. Guess he was due to the weight of the hammer led to a different voice, then through the hammer weighing different weight to confirm this relationship. He also harp on doing further tests. Depending on the length of the string vibration and found that the length of the string and with the homonym. Prove that there are a number of music in the mystery, the harp is able to issue a pleasant tone, because certainly in line with the number. He even thought that the soul is a kind of harmony. As a result, "Pythagoras was the first person through the performance of voice and the ratio of the number corresponding to, earlier than anyone else, it seems like the kind of mass phenomenon - the voice of harmony - to quantify, and thus the first to set up the future Western music based on the mathematical theory. " C Pythagoras is that the number of origin of living things, from a few things pose. He is full of reverence for the number. The number is believed to be the creation of the world, through a number of studies to understand the mystery of the universe. The 'A' the most fundamental is the beginning of every number and a number of measures all of the units, and reason, soul, body is the same thing. He found no concrete things have a certain number of provisions. He first sets foot and introduced to the Greeks. He put music in a certain number of harmonious relations constitute the use of sports to observe celestial bodies, the distance between objects, according to the size of the number of permutation and combination, the structure of the universe as harmonious as music, the soul of the people as objects, like Harmonious and orderly. D One day, Pythagoras was invited to be a guest at a friend's house. The Observer used to think, all of a sudden, the ground on a host of beautiful pieces of marble interested in the square. Others thought he did not listen to gossip, in meditation at the foot of the rules of order, like the size of a marble between them arising from the relationship in a few. He Yue Xiangyue excited, totally fascinated own thinking, Dundao simply on the ground, out-foot pen. 4 in the form themselves into the number of large square marble, marble blocks are each of the side for the diagonal, draw a new square, he found that the square is an area equivalent to the size of a marble 2; he again marble 2 The composition of the rectangular side for the diagonal, into a larger picture of the square, and the square is equal to 5 the size of a marble. As a result, according to their Pythagorean projections of the outcome: right triangle equal the square of the hypotenuse of the two side of the square and rectangular. The famous theorem of Pythagoras thus produced. To celebrate their discovery, Pythagoras spent a bull worship in the temple's statues. E Pythagoras plain clothes, eating simple food, most of them walking barefoot, to live a simple and pure life. In his society, men and women, then broke the ban on women in the discipline of public places. And all the public property, everyone enjoyed equal status. Their disciples and precepts are all sorts of, for example, are not allowed to eat the heart, are not allowed to eat beans, no lights in the side mirror, and so on. He recruited disciples are very strict, it is necessary to do his disciples, we must first hear his curtain across the course, five years later, he reached that level only and require students to meet, make a very mysterious. There is a person who listened to his 5-year course, he eventually refused to meet with these people. Harbor strong resentment, this group of people set fire to the house of Pythagoras, the krone up to his words and deeds of the city were dissatisfied with the opportunity to attack. He could have run off, he encountered on the road to a bean stopped, he would rather not be caught through the beans, contrary to its own taboos, would rather not tarnish the killing of their school said. In this way, he was to catch up with people who cut off the pipes. Pythagoras died, his school has 800 years of sustained prosperity, until the 3rd century AD into a new school of Plato.

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