In astronomy and physics, we know of the existence of a natural phenomenon that is very interesting that a black hole (black hole). Black hole is an entity that has a very strong gravitational fields so that every object that has fallen in the area of event horizon (the area around the core of a black hole), will not be able to escape again. In fact, any electromagnetic radiation such as light can not escape, resulting in a black hole becomes "invisible."
Apparently, in mathematics there is also a unique phenomenon that is similar to the phenomenon of black hole that is the number of black holes. How real numbers that black hole? Let us briefly playing with numbers.
Try to choose as they pleased you a natural numbers (numbers from 1 to infinity). For example, let's say 141,985. Then count the number of digits is even, odd digits, and the total number of digits.
In this case, we get 2 (two-digit even-numbered), 4 (four digits odd), and 6 (six is the total number of digits). Then use these digits (2, 4, and 6) to form the next number, namely 246.
Repeat count the number of digits is even, odd digits, and the total number of 246 digits in this. We get 3 (digits even), 0 (odd digits), and 3 (the total number of digits), so we get 303.
Repeat again count the number of digits is even, odd, and the total digits in the number 303. (Note: 0 is an even number). We get 1, 2, 3 which can be written 123.
If we repeat the steps above to the number 123, we will get 123 again. Thus, the number 123 through this process is a black hole for all other numbers. All numbers in the universe will be drawn into numbers 123 through this process, none of which would qualify.
But was it all the numbers would be 123? Now let's try a very large number of value, for example, say 122333444455555666666777777788888888999999999.
The number of digits is even, odd, and the total is 20, 25, and 45. So, the next number is 202 545. Do more iterations (repetitions), we get 4, 2, and 6, so now we get 426. Iteration once again to 303 and 426 will result in the last iteration of 303 will be obtained 123.
Up to this point, no matter how many times iteration of the 123 will still be obtained by 123 again. Thus, 123 is the absolute point of the black hole in the world of numbers.
However, whether there may be a number, tucked between the jungle numbers which the universe is infinite, which can escape from the bondage of death the number of black holes, the 123 which is mysterious?
Apparently, in mathematics there is also a unique phenomenon that is similar to the phenomenon of black hole that is the number of black holes. How real numbers that black hole? Let us briefly playing with numbers.
Try to choose as they pleased you a natural numbers (numbers from 1 to infinity). For example, let's say 141,985. Then count the number of digits is even, odd digits, and the total number of digits.
In this case, we get 2 (two-digit even-numbered), 4 (four digits odd), and 6 (six is the total number of digits). Then use these digits (2, 4, and 6) to form the next number, namely 246.
Repeat count the number of digits is even, odd digits, and the total number of 246 digits in this. We get 3 (digits even), 0 (odd digits), and 3 (the total number of digits), so we get 303.
Repeat again count the number of digits is even, odd, and the total digits in the number 303. (Note: 0 is an even number). We get 1, 2, 3 which can be written 123.
If we repeat the steps above to the number 123, we will get 123 again. Thus, the number 123 through this process is a black hole for all other numbers. All numbers in the universe will be drawn into numbers 123 through this process, none of which would qualify.
But was it all the numbers would be 123? Now let's try a very large number of value, for example, say 122333444455555666666777777788888888999999999.
The number of digits is even, odd, and the total is 20, 25, and 45. So, the next number is 202 545. Do more iterations (repetitions), we get 4, 2, and 6, so now we get 426. Iteration once again to 303 and 426 will result in the last iteration of 303 will be obtained 123.
Up to this point, no matter how many times iteration of the 123 will still be obtained by 123 again. Thus, 123 is the absolute point of the black hole in the world of numbers.
However, whether there may be a number, tucked between the jungle numbers which the universe is infinite, which can escape from the bondage of death the number of black holes, the 123 which is mysterious?
Mystery of Black Holes Numbers: 123
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