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# 16 repeating as a fraction

16 is the number of repeating decimal fractions, 2.5, 3.5, 4.5, etc.

The only thing that makes this repeat a fraction is that the first and last decimal digits are the same.

The problem is that we only need to understand the number to make sense of it. If we understand the number to be the same as the decimal, then we’ll get a lot of fun. It’s one of the key things that makes an accurate representation of things in your life, and it’s something that we’re all too familiar with.

An example of a random number is 5, which is the number of days that the average person lives. By the way, we don’t need to worry about that as much as we do about that. The number can be a random place or a random time, and you can understand it.

Randomness in numbers is very important to our understanding of math. We don’t need to worry about the fact that a number is random if it is the same as the decimal. We can also understand that a number is random in its exact value. So there is no need to worry too much about the fact that a number is random in its decimal. The number is just the same as the decimal.

16 is also a random number. The number of repeating patterns of 16 appears to be random, but what is the pattern? It seems to be something resembling a repeating binary pattern, but with 16 digits. It is also possible that the pattern is a repeating binary pattern with the digits of 16.

The number is the same as the decimal. You can’t see how the decimal is a repeating binary pattern with 16 digits. It’s a repeated binary pattern with 16 digits.

You can’t see how the decimal is a repeating binary pattern with 16 digits. Its a repeating binary pattern with 16 digits.

You can see the pattern itself, but the pattern is not it. It is a repeating binary pattern. But the pattern is not it. It is not a repeating binary pattern. So you cannot see the pattern itself. But you can see the pattern itself. But you can also see the pattern itself. But you can also see the pattern itself. But you can also see the pattern itself. But you can also see the pattern itself. But you can also see the pattern itself.

It’s a repeating binary pattern that consists of 16 digits. If you want to repeat something, there are easier ways to do it. If you want to make an infinite number of repeating patterns, you can use a computer. But the pattern itself is not it. It’s not a repeating pattern. So you cannot see the pattern itself. But you can see the pattern itself. But you can also see the pattern itself. But you can also see the pattern itself.