The sustainable exploration of brain potential and the sudden burst of potential. We know that the brain can develop. As long as we learn or master certain methods, we can mobilize more resources of the brain. The potential of the brain is only a small part, but it is enough to make humans smarter. But under certain accidental circumstances, the talents hidden in the brain suddenly appear without any learning and understanding process. There are two typical cases that fully illustrate the sudden burst of brain potential. There is a baseball enthusiast in Australia who has loved sports since he was a child, but he has no talent or interest in arithmetic, and his math scores are not ideal either. But during a ball game, he was accidentally hit by a baseball. From then on, his ability to calculate dates was the same as that of Kim Peake. As long as someone told him a specific date, he could immediately answer what day of the week the date was, and He described himself as just blurting out answers to these questions without any sense of deliberate calculation in his brain. This attracted the attention of scientists. After studying this baseball enthusiast, a scientist conducted another interesting experiment and made a surprising discovery. Scientists found dozens of volunteers to conduct experiments. During the experiment, these volunteers will wear a brain electromagnetic wave interference device on their heads. Its function is to interfere with a certain working area of ??the subject's brain, thereby preventing this part of the brain from working normally. Experiments have shown that as long as the stimulation site is appropriate, the disturbed brain will immediately show talents that are not recognized by the volunteers themselves. Volunteers must take some tests in advance before the experiment. The test content includes drawing skills, arithmetic ability, Chinese typo recognition ability and other tests. After the volunteers are tested, they will be put on a brainwave jamming device and then take another test of the same nature. The result of the experiment is that after volunteers put on the device, their abilities in all aspects improved. One of the volunteers was asked by scientists to try to draw a dog in advance. The volunteer could only draw a rigid animal with a head, a tail and simple limbs. After the experimenter was put on the device, the scientists asked him to try his best to draw a dog. The person being tested could roughly draw the shape and expression of a dog. The dog's forelimbs were seen crawling on the ground, with its face looking toward the paper. Compared with the earlier animal, which was straight and stiff, the subject's drawing ability had been significantly improved. These weird phenomena of the brain illustrate another characteristic of the brain, the sustainable exploration of brain potential and the sudden burst of potential. 4. Completely invalid evolutionary explanation The human brain is only a part of the human body, and its laws of evolution and evolution must be explained by the theory of evolution. The theory of evolution shows that various complex organs in the human body structure can evolve through accumulated genetic mutations over time. The mutated genetic code can instruct humans to construct complex body tissues, and the human brain is no exception. However, the two pillars of the theory of evolution will be completely ineffective in explaining that human beings have unlimited potential and that potential can burst out suddenly. 1. Failed Gradual Change Theory The theory of evolution shows that all living things in nature require a long period of time to evolve. For example, humans gradually evolved from orangutans. But the gradual change theory shows that nature allows gradual evolution, but does not allow skipped evolution. For example, it is impossible for humans to have appeared before orangutans. However, the human brain violates the principle of gradient and is the product of level skipping. For example, the long-term evolution of human beings has resulted in five fingers. These five fingers must be put to full use. It is impossible for one or more fingers to have no use in life. In addition, all human organs such as eyes, ears, mouth, nose, lungs, and heart also obey the gradient theory. Therefore, it is impossible for humans to be born with two ears, but only one ear is useful and the other is useless, or you There are two lungs and two kidneys, but you will never use one and stop using the other. This shows that the complex human organs produced by gradual evolution are used to their full potential without any wastage. Even most organs will gradually decline due to overload, until they finally completely lose their working efficiency and lead to the loss of our lives. Finish. However, it is very strange that the human brain is the opposite of these organs, becoming the most useful but most wasteful organ in the human body. Of course, some people may be born deaf in one ear due to genetic mutations, but this is only an isolated phenomenon. However, the human brain only utilizes 10% of its potential, and this is a common phenomenon.

It can be hypothesized that if the theory of evolution is applicable to explaining the mechanism of the human brain and other organs, then people should have 10 eyes at birth, but we only use one of them. At the same time, we desire To make full use of the other 9 eyes, human beings are constantly refining these 9 eyes just like refining the brain, so that they can finally fully serve us. Obviously this reasoning is not reasonable. In addition, there is an incredible phenomenon in the human brain. Our bodies allow for individual wastes of energy. For example, part of the body's structural tissue loses its effectiveness and is replaced by another structural tissue that does not have much use. However, it is worth noting that these structures that do not have much use are Structural organization must be effective when the original useful structural organization fails. But the human brain is different. Just because 10% of the brain dies, the other 10% of the brain can fully take over the job and exert all the effects of the original organization. At the same time, it is worth noting that the proportion of temporarily useless structural tissues in the body is extremely small, because the presence of too many temporarily useless structural tissues will uselessly occupy life resources, and on the contrary, lack competitiveness in nature where food is scarce. They will be eliminated by nature early in the morning. In contrast, in the human brain, the ratio of useful and useless organizational resources is as high as 1:9, which is obviously unreasonable. At the same time, among all body organs, the brain is the most greedy in consuming energy, which causes the extra brain to produce an amazing waste of energy, which is also contrary to the idea of ??evolution. Scientific research shows that when the human brain is at rest, the brain consumes oxygen and glucose at a rate several times higher than that of all other tissues. Although the brain only accounts for 2.5% of the body's weight, under normal conditions, it consumes 20% of the body's energy. Brain consumption is so high that the brain dies after just a few minutes of deprivation of oxygen. Obviously such a waste of brain potential will be eliminated by nature according to evolutionary explanations. Another explanation is that the potential of the human brain is like human fat. Although it is redundant, it is very useful, and obesity can also be inherited. When modern people continue to maintain a rich material life, the children of tens of thousands of generations will grow up. When you grow up, you will easily become fat. Human fat, like the human brain, also has the property of being temporarily or permanently useless. But this theory is equivalent to agreeing that human beings had more amazing intelligence than modern humans millions of years ago, so that modern human brains have a lot of fat-like potential to use after they grow. Obviously, this is also one of the explanations for the strange phenomena of the brain. This is a possibility, but there is no evidence in modern science to show that human beings once had a high degree of civilization. If this theory is used to explain the potential of the brain, although it is reasonable to a certain extent, there is no substantive evidence. Obviously, if the gradual change theory of evolution is applicable to explaining the brain, then the human brain should be getting smarter from generation to generation, and a very smart brain with unlimited potential for value-adding will not suddenly appear.

-- Author: doax-- Release time: 2004-8-16 20:32:00-- 2. If the invalid "use it up or lose it" principle is used to use the "natural selection" theory of evolution, It is even more far-fetched to explain the strange phenomena of the brain using the principle of exhaustion or failure. We know that there are some tissue structures in the body, but they slowly degenerate because they are not adapted to the development of nature. For example, the cecum in the human body has almost no impact on the human body after it is removed. If we use this set of principles to explain the potential of the brain, we must admit that humans once had an evolutionary stage in which they fully utilized their brains. However, due to the later competition between humans and other natural creatures or other humans, developed brains are no longer conducive to development. Slow degradation, until modern times, 90% of the human brain has degraded, leaving only 10% of the most useful parts. To use an analogy, if this "use it or lose it" principle is a reasonable explanation for the brain's potential, then perhaps tens of thousands of years ago, ancient primitive people were intelligent enough to master a series of superb hunting skills, such as setting up Traps, making hemp ropes to bind wild animals, and a series of advanced techniques for artificially breeding animals, etc. However, since these skills were no longer conducive to the survival of primitive people, primitive people would rather waste their brains and switch to close combat with wild beasts as the wisest method of hunting, so their brains gradually declined. This phenomenon continues to this day, and we suddenly discovered that using clever methods to hunt animals is more suitable for our development, so we continue to develop the brains we once abandoned, hoping to re-develop to the brain level of advanced primitive humans. It is obvious that this explanation is wrong in many ways.

Some people try to use another theory to explain the human brain. They believe that all organs and tissues that have been mutated due to genetic mutations will be retained in the body as long as they are beneficial to human survival. The potential of the brain may be caused by genetic mutations, and It is beneficial to human survival, so it should be kept on the body. But as we all know, many useful things cannot suddenly appear through genetic mutations. For example, although wings are useful to humans, human genetic mutations cannot immediately give humans an extra pair of wings. Although fish gills are useful to birds, bird genes The mutation doesn't immediately give birds an extra pair of gills. This is because gene mutations are only a small part of the DNA code, and most of the DNA code is consistent with the original. The body composed of these mutations is almost the same as the body that has not undergone mutations. This means that the evolution of life promoted by genetic mutations is also restricted by the "gradual change theory" of the theory of evolution, so it is impossible for the structure of organisms to undergo major mutations. Anyone who understands genetic theory will find the wrong way of thinking explained by these people. Some people have misunderstandings about genes. These people believe that because their ancestors did something successful, a result: the genes they passed on to their children were improved compared to the genes they inherited from the previous generation. . Something about their success remains in their genes, which is why their offspring are so good at running, swimming, and flying. Correct genes, however, indicate that genes are simply passed on to future generations as they are, unless rare accidental errors occur. It's not success that creates good genes, it's good genes that create success. Nothing an individual does during its lifetime has any impact on genes. Those individuals who are born with good genes are most likely to grow into successful ancestors, so good genes are more likely to be passed on to future generations than bad genes. Each generation is a "filter": good genes can pass through the filter and be passed on to the next generation; bad genes are terminated because the individual dies in infancy or has no offspring. Perhaps bad genes are lucky enough to be in the same body as good genes, and they may pass through one or two generations of selection. However, constantly passing through thousands of "filters", the chances of passing by luck will become very low. After thousands of generations of successive screening, those genes that allow organisms to withstand the screening are generally good genes. This correct gene theory effectively explains the gradual nature and random selection of human evolution, indicating that organisms cannot produce advanced organs in one step. Even if advanced organs once existed, there must be reasons for gradual evolution. For example, the eyes of bats have now degenerated and are useless, but their eyes must have evolved through long-term genetic selection before they degenerated. If the potential of the human brain is compared to the wasted eyes of a bat, there must be an evolutionary elevation where the potential of the brain has been highly utilized. However, there is currently no evidence in the scientific community that such a history has existed for humans. On the other hand, genetic mutations will only be eliminated by nature if they are conducive to survival. On the other hand, the potential of the human brain will only become apparent over several generations. . People today generally live 2 to 3 times longer than ancient humans. However, from birth to death, once the brain of modern people is formed, it is almost impossible to develop the wasted potential. Therefore, the potential of the brain, which consumes a lot of oxygen from the body, is in everyone's life. The contribution of human beings to survival in China is very limited. For each individual human being, the potential of the brain must do more harm than good. It can be assumed that one person is born with a brain utilization rate of 100%, while another is born with a brain utilization rate of only 10% from beginning to end, but the two have the same intelligence. In natural competition, the one with a lower brain potential utilization rate will On the contrary, it is not conducive to competition and will lead to early death. Unless nature has the foresight to predict that people with low brain utilization will survive longer and have the ability to develop their potential, brains with extraordinary potential will not be preserved. But this is tantamount to admitting the existence of supernatural forces in nature, and completely negating the principle of evolutionary theory that nature randomly eliminates life. Therefore, this explanation must be unreasonable. In short, looking at the above analysis, explaining the operating mechanism of the brain based on evolutionary theory is equivalent to admitting that modern scientists have spent a lot of energy and resources developing and producing Pentium 4th generation computer chips before they developed the Pentium 1st generation computer chip. , but the purpose is not to take advantage of the functions of the Pentium 4th generation computer chip, but only to take advantage of the functions of the Pentium 1st generation computer chip.

When ordinary people ask scientists why they must make the Pentium 4th generation chip in one step instead of developing the Pentium 1st generation computer chip first, the scientist's simple explanation is that because the Pentium 4th generation chip has all the functions of the Pentium 1st generation chip, so The Pentium 4th generation chip must be developed in one step. This is indeed a convincing and reasonable explanation. 5. Possibility of the failure of the theory of evolution When explaining the potential of the brain, the theory of evolution is completely invalid. There are only the following possibilities: 1. The theoretical basis of the theory of evolution has major flaws and needs to be revised. 2. The theory of evolution is still a correct theory, but due to other man-made factors or special factors that cause the particularity of the brain, the possibilities are as follows: n Human beings have experienced a golden stage of highly developed brains, but this period of history has not yet been recognized by humans. Discovered and become an important missing link in history as understood by mankind. n Human beings were directly created by other highly civilized life forms, so the human brain, which has huge potential, is a gift from these highly civilized life forms. n The human brain is the product of human evolution influenced by supernatural forces, which is the greatest reward of gods and gods to the human body. In any case, once any of the above assumptions is confirmed, it will indeed be a blessing for all mankind.

-- Author: doax-- Release time: 2004-8-16 20:33:00-- From ancient times to the present, mathematics has always been a favorite research object of mankind. The magic of mathematics lies not only in those who love mathematics. People are addicted to a series of abstract mathematical thinking because mathematics is considered to be destined to be related to various religions and the secrets of God's creation from the beginning of life. Whether mathematics contains mysterious supernatural powers is indeed a fascinating topic. If the arrangement of the planets in the solar system follows a set of simple mathematical rules, as if only deliberate placement could achieve such precision, then the relationship between mathematics and supernatural power will be even more fascinating. In fact, all the planets in the solar system do obey such a simple set of mathematical laws. Now let's first understand some of the mysterious properties of mathematics from ancient times to the present. 1. The mysterious relationship between mathematics and religion. From ancient times to the present, many well-known scholars have been obsessed with studying mathematics. Most of them calculate mathematics with a rational attitude, but understand mathematics from a mysterious perspective. More than 300 years ago, Galileo once said: "The book of nature is written in the language of mathematics." Another mathematician, Kepler, also lamented: "God must be a geometer." Newton wrote on religious and theological issues He has published more than 1.3 million words of writings. He wrote extensively to explain the language of the prophets, and was familiar with the Biblical predictions of the unlucky number 666. At the same time, many other people who study science and mathematics are fascinated by the mysterious research of 666. However, the most famous figure among those who studied the mysterious properties of mathematics is Pythagoras, the Greek wise man from the 6th century BC. Pythagoras is one of the most interesting and difficult figures in history. He founded a religion whose main teachings were the reincarnation of souls and the sinfulness of Pacman. His religion manifested itself as a religious order that everywhere gained control of the country and established a system of saintly rule. The main reason why Pythagoras could combine theology and mathematics was that he believed that mathematics existed outside time, and that the eternal object of mathematics could be imagined as the idea of ????the gods. In addition, he would also indulge in the study of mathematics. Life is promoted as a good moral concept. Pythagoras said that "everything is number", and the mathematical terms he named "harmonic middle term" and "harmonic series", "square of number" and "cube of number" are still used today. He also mentioned the number of rectangles, the number of triangles, the number of pyramids, etc., but the greatest discovery of Pythagoras, or perhaps of his disciples, was the proposition about right triangles: that is, right angles The sum of the squares of the two sides is equal to the square of the other side, which is the square of the chord. After Pythagoras and up to Kant in the Middle Ages, mathematics was combined with the mystery of religion. Even today, many people are still obsessed with studying things like the "Bible Code". 2. The mysterious numbers 3 and 6. If you are familiar with the mysterious relationship between religion and mathematics, then the three numbers you are most familiar with are mostly 3, 6, and 9.

Pythagoras already knew that there were several perfect numbers. The number he was most interested in studying was the perfect number 6 (which happened to coincide with his time - the 6th century BC). He found that 6 was one of all its divisors. The sum (excluding the divisor itself) is equal to the integer of the number itself, that is, 6=1+2+3. The two most famous numbers in the Bible are the number 666, which represents the devil, and the other number is 6, which is the number 6 on which God created mankind. However, it is worth noting that the devil’s number 666 can be expressed as three sixes. That is, the more famous numbers in the Bible are actually 3, 6, and 666. Ancient Chinese Taoists believe: "Tao gives birth to one, gives birth to two, two gives birth to three, and three gives birth to all things." The number 3 is considered to be a number that evolves all things in the world, but as long as you analyze it carefully, "Tao gives birth to one, gives birth to two, two gives birth to three, "Three give birth to all things" means that there are three numbers, namely 1, 2, and 3, and these three numbers just add up to become the perfect number 6. At the same time, many mysterious ancient civilizations coincidentally believe that 6,000 years is a creation cycle, which is related to the number 6. Undoubtedly, the three numbers that scholars who study the relationship between mathematics and religion pay most attention to are 3, 6, and 666. 3. Several numbers that change your destiny 1. Numbers 36 and 72 In 2000 AD, the British writer Graham Hancock wrote the following in a well-known work - "The Fingerprint of God". Among the secret gangs in the world, the most mysterious and oldest is China's "Hung League" - Western scholars call it "the treasure house of ancient Chinese religions." The Hongmen gang initiation ceremony includes a question and answer: Question: What did you see on the road? Answer: Two pots and a red bamboo pole. Question: How many kinds of flowers and plants are there in the pot? Answer: There are 36 kinds in one pot and 72 kinds in the other pot, the total number is 108. Question: Did you bring some back? Answer: Yes, I brought 108 kinds of flowers and plants home. Q: How do you prove it? A: I can recite a poem. Question: How do you describe this poem? Answer: The red bamboos in Yangcheng are strange and strange, with numbers ranging from three to six and seven to two. Who can solve the mystery? Access comes from knowing. The poem mentions Guangzhou (Guangzhou), which happens to be the name of the city where I live. As long as readers do calculations, they will find that the numbers appearing above can be added to the number 9. For example, 36=3+6=9, 72 =7+2=9, 108=1+8=9. So these numbers should imply some numerical patterns. In fact, all numbers other than these have some interesting mathematical rules. I named it "Modes and Laws."

-- Author: doax-- Release time: 2004-8-16 20:33:00-- 2. Mode sum law The mathematical rules of the "mode sum law" are as follows: Take any number , for example, take 48965, sum up the digits of this number, the result is 4+8+9+6+5=32, and then sum the results, we get 3+2=5. I call this method of summing the "sum of the modes" of a number. All numbers have the following rules: [1] If a number whose mode sum is 9 is multiplied by any number, the mode sum of the result will be 9. For example, the mode sum of 306 is 9, and 306×22=6732. The mode sum of the number 6732 is also 9 (6+7+3+2=18, 1+8=9). [2] When a number whose mode sum is 1 is multiplied by any number, the mode sum of the result is equal to the mode sum of the multiplicand. For example, the mode sum of 13 is 4, and the mode sum of 325 is 1, then 325×13=4225, and the mode sum of the number 4225 is also 4 (4+2+2+5=13, 1+3=4 ). [3] Summarize a general rule. If A × B = C, then the number whose mode sum is A is multiplied by the number whose mode sum is B, and the mode sum of the result is also the mode sum of C. equal. For example, 3×4=12. Take a number with a mode sum of 3, such as 201, and then take a number with a mode sum of 4, such as 112. Multiply the two numbers, and the result is 201×112=22512. Then the mode sum of 22512 is 3 (2 +2+5+1+2=12, 1+2=3), it can be seen that 3×4=12, the mode sum of the number 12 is also 3. [4] Number addition also follows this rule. For example, 3+4=7.

Find the sum of the numbers 201 and 112, and the result is 313. Then find the mode sum of 313, and you get the number 7 (3+1+3=7). The result of adding 3 and 4 is also 7. [5] After learning about this principle, a netizen who likes to study the Book of Changes discovered that the mode sum of the group of numbers 123456789 is exactly 9. In fact, there are many laws about mode sums, and careful readers can analyze and summarize them by themselves. At the same time, I have already explained "modes and laws" in "The Final Puzzle", so I won't go into too much detail here. When using the "Law of Mode Sum" to summarize the laws of various numbers, the most noteworthy numbers are 3, 6, and 9, because any number whose mode sum is 3, 6, or 9 is multiplied by any other number, and the result is The mode sum must be one of 3, 6, or 9. This is a characteristic that other numbers do not have. In addition, from the perspective of general mathematics, these three numbers have a strong relationship. The numbers 6 and 9 are integer multiples of 3. At the same time, in the number book used by humans, the number 9 happens to be the inversion of the number 6. But as long as we apply the analysis of mode sums to the famous astronomical law - the "Tytius-Bode" rule, we will make surprising discoveries. 3. The "Tydeus-Peter" rule As early as 1772, the German astronomer Bode of the Berlin Observatory summarized and published the rule 6 years ago by a German physicist in his book "Guide to Starry Sky Research" A rule about planetary distances proposed by Tydeus, a professor of science. The main content of this rule is as follows: Get a sequence of 0, 3, 6, 12, 24, 48, 96..., add 4 to each number and divide by 10, you will get the planets An approximation of the actual distance to the sun. For example: the average distance from Mercury to the Sun is (4)/10=0.4 (astronomical units), the average distance from Venus to the Sun is (3+4)/10=0.7, and the average distance from the Earth to the Sun is (6+4) /10=1.0 The average distance from Mars to the Sun is (12+4)/10=1.6 By analogy, the distance of the next planet should be: (24+4)/10=2.8 But there are no planets at this distance, nor any other celestial body. Bode believed that the "Creator" would not intentionally leave a blank in this place; Tidius believed that perhaps an undiscovered satellite of Mars was in this position. But the facts show that there is a discontinuity in the Titius-Bode rule at "2.8". The average distance from Jupiter to the Sun is 5.2. The average distance from Saturn to the Sun is 10. The calculated distance given by this rule is incredibly close to the actual distance: Planet Rule Calculated Distance True Distance Mercury 0.4 0.39 Venus 0.7 0.72 Earth 1.0 1.00 Mars 1.6 1.52 ? 2.8 ? Jupiter 5.2 5.20 Saturn 10.0 9.54 Obviously, the value calculated by the rule is very close to the true distance of the planet! Astronomers at that time believed that there should be a large planet filling the place of "2.8". Bode appealed to other astronomers, hoping that everyone could organize to search for this "lost" planet. Astronomers at the time immediately responded to the call and began a search, but to no avail. In 1781, British astronomer Herschel accidentally discovered Uranus, the seventh planet in the solar system. Surprisingly, the average distance between Uranus and the sun is 19.2 astronomical units. If calculated using the Titius-Bode rule, the result is: (192+4)/10=19.6. This rule value is consistent with The actual distance is very consistent. At this time, astronomers almost all believed that there must be a large planet in the vacant position of "2.8", but they have never found it. It was not until 1801 that amazing news came from Sicily, Italy. Piazzi, the director of an observatory there, discovered a new celestial body during an observation. After calculation, its distance is 2.77 astronomical units, which is very similar to "2.8". The new celestial body was considered to be the one that had never been found and was named "Ceres". The diameter of Ceres was determined to be more than 700 kilometers (later remeasured to 1020 kilometers), and it was obviously not a large planet. The next year, German doctor Olbers discovered another planet - Pallas - between the orbits of Mars and Jupiter.

Except for being slightly smaller, Pallas is similar to Ceres in many aspects, and the distance is basically the same. Then people discovered the third one - Juno and the fourth one - Vesta. In the end, the total number of asteroids discovered and registered was as high as more than 4,000 (it is estimated that the total will eventually reach 1.5 million), and they are all concentrated in an "asteroid belt" between Mars and Jupiter. In a specific area, the center position of the band exactly matches the data given by Titius-Bode's rule. At this time, humans were speculating that a planet had once exploded in the "asteroid belt", but there was no evidence that this was a correct inference. Later, the actual distance of Neptune, which is far away from the solar system, was determined to be 30.06 astronomical units, which was slightly different from the "38.8" calculated by the rule. In addition, the rule distance of Pluto, which is considered by modern astronomers to be an alien body in the solar system, is different from the actual distance. The error is even greater. In the end, the "Tydeus-Bode" rule, together with the mystery of the "2.8" planetary big bang, also became the mystery of the century that astronomers have been striving for for one or two hundred years.

-- Author: doax-- Release time: 2004-8-16 20:33:00-- 4. Use the "law of mode and sum" to analyze the "Tidius-Bode" rule If you use the "Law of Modes and Sums" to analyze the "Tydeus-Bode" rule, you will find that the major planets seem to have been deliberately placed in various positions in the solar system. The planetary rule calculates the distance and finds the numerical difference between the mode and the mode before and after. Mercury 0.4 4 The distance from the sun is 4 Venus 0.7 7 3 Earth 1.0 1 3 Mars 1.6 7 6? 2.8 1 3 Jupiter 5.2 7 6 Saturn 10.0 1 3 Uranus 19.6 7 6 Obviously, except for the first two differences, which add up to 7, the difference 4 and the difference 3, the other differences follow the alternating pattern of 3, 6, 3, and 6. We know that there are many coincidences on the earth, and these coincidences have many possibilities of coincidence, which can be understood or explained, so there is no need to make a fuss about it. However, if such precise coincidences occur on various planets in the solar system, we must seriously think about it. . We know that according to traditional physics analysis, the chance of such a coincidence among these macroscopic stars is extremely slim. Moreover, this coincidence presents some extremely religiously sensitive figures. For example, the number 3 and the number 6, and the devil number 666 (three sixes or 36). As long as we observe carefully, the number 6 on the rightmost side of the table above appears exactly three times, and the number of times 3 appears is exactly the distance 4 from Mercury to the sun. Who is the person behind this coincidence? Is the arrangement of these planets in the solar system just a pure coincidence, or is it determined by physical laws unknown to mankind, or is it the careful design of an unknown advanced civilization, or even the deliberate arrangement of God? This is really puzzling. But in any case, it is indeed a "big devil descending from the sky", but is he evil? 5. The role of the "law of sums of modes". Using the "law of sums of modes" to analyze the "Tydeus-Bode" rule, we can calculate that there are magical coincidences in the spatial arrangement of the planets in the solar system, which made me think more deeply. The essential meaning of "majority and law". I found that the "Law of Modes and Sums" does not have much other practical application value (I think it is just because I am not capable of discovering it). The essence of it is that the "Law of Modes and Sums" shows that any of the most complex numbers in the world will be related to other numbers. There is a connection, that is, there are no numbers that are not restricted by any mathematical laws. This essence implies that any number, no matter how "disordered" it is, that is, how complex it is, has an "ordered" side. In addition, "Modes and Laws" will further increase the sensitivity between religion and mathematics. For example, the devil's number 666 has always attracted much attention from Christians, and various research theories on this number have emerged one after another. If you use the "law of modes and sums" to analyze the number "666", this devil number can be understood as June 15, 2004 or June 24, 2040, or it may be June 15, 2013, or even June 4020. An event or person born on the 6th day of the month.

Suppose an earth catastrophe occurs on June 24, 2040, then theologians can think that the prophecies of the Bible have been fulfilled. At this time, scientists can also think that it is purely a coincidence, but coincidences and the fulfillment of prophecies are always related. Because coincidence and prophecy fulfillment must abide by an interesting philosophical principle of "narrow prophecy uncertainty". The philosophical principle of "narrow prediction uncertainty": Any person's predictions about things related to the future and the scope of human activities will inevitably affect the things involved in the predictions to a greater or lesser extent, but they can never completely affect the facts involved in future predictions. . Popular explanation of "narrow prediction uncertainty": Suppose you are the president of a country and you predict that the country will purchase military equipment on a large scale next year. At this time, as long as your prediction is heard by others, it will definitely affect the thinking process of others around you regarding the decision to purchase military equipment, which will certainly have an impact on the development of future society. This kind of influence is always only small or large, but it will never be 100% without any influence. Suppose you are the leader of a church and have great authority. At this time, as long as you say a prophecy casually, for example, it is predicted that among the names of sons born to believers this year, more names will have the word "cai". Then after your believers hear your prophecy, they will name their sons after they are born. It may be possible to increase the use of the word "material" accordingly. At this time, your prophecy was fulfilled to some extent. Or you make a prophecy but don't reveal it to anyone outside. Then this prophecy itself has affected your personal behavior, and you as a part of the universe