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1·How to print Fibonacci series in assembly?

如何在装配打印斐波那契数列？

2·The result -- the 16th element in the Fibonacci series -- is shown in Figure 2.

其结果 —— Fibonacci 系列的第 16 个元素 —— 如图 2 所示。

3·This is a recursive structure for Fibonacci series, the series of 10 numbers.

这是一个递归结构求斐波那契数列中的数列中的前10个数。

4·The first thing I discovered was that 610 is part of the Fibonacci series of creational geometry.

我发现的第一件事情是610是创造性几何学 斐波 纳 契级数数列的部分。

5·The natural progression follows a series that is popularized in the West as the Fibonacci series.

自然级数遵照一在西方普及的如“斐波纳契级数”那样的数列。

6·This simplifies the situation in the Fibonacci series where F(0) and F(1) return explicit values, rather than a calculated one.

这样可以简化 Fibonacci 数列的计算，因为 F(0) 和 F(1) 返回的是固定的值，而不是计算出的值。

7·Chapter 5 deals with partitioning problems, converting recursive functions to iterative functions (it's fun, I assure you), and more factorial and Fibonacci series implementations.

第 5 章介绍了划分问题、递归函数到迭代函数的转换（我可以向您保证，这非常有趣）以及阶乘和斐波纳级数的实现。

8·If you play video games with 3d trees, the arrangement of the branches and leaves were probably calculated using the Fibonacci series to determine the location of the branches and leaves.

如果您玩过使用3d树的视频游戏，就会知道，这类游戏很可能使用fibonacci数列来确定分支和叶的位置。

9·Fibonacci added the last two Numbers in the series together, and the sum became the next number in the sequence.

斐波那契将序列中的最后两位数字相加，用相加之作为序列的下一个数字。