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1·In the set of natural numbers, every number is either odd or even.

在自然数的集合里，每个数字不是奇数就是偶数。

2·This code is made up of natural Numbers.

密码是由自然数组成的。

3·In the second line there are written K natural Numbers, separated with a space.

在第二那里的行写入k自然数以空格分隔。

4·In the theory of natural Numbers, there lies concealed contradiction of logic on the infinity.

自然数理论在无限问题上隐含逻辑矛盾。

5·If we list all the natural Numbers below 10 that are multiples of 3 or 5, we get 3, 5, 6, and 9.

如果我们要列出10以下且为3或5的倍数的所有自然数，我们将得到3、5、6和9。

6·Thee simplest real numbers are the natural numbers, which are just the ordinary counting number l, 2,3…

最简单的真数是自然数，即平时我们口数的一、二、三三…。

7·This stream of natural numbers one second apart is then fed into the in channel of the ScaleInt process.

这个自然数的流每隔一秒就被发送到 ScaleInt 进程的 in 通道。

8·The simplest real Numbers are the natural Numbers, which are just the ordinary counting number l, 2, 3...

最简单的真数是自然数，即平时我们口数的一、二、三…。

9·Finally, a little applications of above results for solving powers sum formulas of natural Numbers are introduced.

最后，介绍上述结果在求解自然数幂和公式方面的应用。

10·In the set of natural Numbers, every number is either odd or even, and there is not one even number that is more or less even than any other even number.

在自然数的集合里，每个数字不是奇数就是偶数，不存在一个偶数或多或少比另一个偶数更像偶数这样的情形。