在 英语 中使用 Fibonacci numbers 的示例及其翻译为 中文
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Fibonacci numbers appear in nature often enough to prove that they reflect some naturally occurring patterns.
斐波那契数在自然界中经常出现，足以证明它们反映了一些自然发生的模式。Now let's solve a Golf task and print the first 30 Fibonacci numbers, one on a line.
现在让我们解决一个高尔夫任务并打印前30个斐波那契数字，用单行程序。Of course, the Fibonacci numbers are not how rabbits actually populate in real life.
当然，斐波那契数并不是兔子在现实生活中的_实际_数量。The Alligator is a combination of three smoothed moving averages with periods of 5, 8 and 13, which are all Fibonacci numbers.
短吻鳄指标结合了三个平滑移动平均线，有5期、8期和13期；期数全都是斐波那契数字。In addition to arithmetic and geometric sequences, Fibonacci numbers and figurate numbers, there are countless interesting sequences that don't follow a similar, regular pattern.
除了算术序列和几何序列、斐波那契数和形数之外，还有无数有趣的序列没有遵循类似的规则和模式。The Alligator indicator composed of three smoothed moving averages, set at five, eight, and 13 periods, which are all Fibonacci numbers.
短吻鳄指标结合了三个平滑移动平均线，有5期、8期和13期；期数全都是斐波那契数字。No one yet seems to know why dividing these Fibonacci numbers should give proportions which happen to be pleasing to the eye.
至今似乎无人知道为什么斐波纳契数列的数字相除，刚好得出这美观的比例。Nowadays technical tools based on Fibonacci numbers are included in a standard set of any trade platform.
如今，基于斐波那契数字的技术工具已涵盖于各种交易平台的标准集合中。Since these are successive Fibonacci numbers, we can start with a simple range of numbers from 1 through 7.
既然这些是连续的斐波那契数，我们可以简单的使用1到7的范围：.It's no surprise that when you add consecutive Fibonacci numbers, you get the next Fibonacci number. .
毫不意外的，当你加上两个连续的斐波那契数字时，你得到了下一个斐波那契数，没错吧？In our example of computing Fibonacci numbers, however, the program doesn't need to wait on anything.
然而，在我们的这个计算斐波那契数列的例子中，程序不需要去等待任何事情。If you count the number of spirals in each direction, they will always be consecutive Fibonacci numbers.
如果你对每个方向的螺旋进行计数，那么它们总是连续的斐波那契数列。Refer to Figure 3-2 for a ratio table interlocking all Fibonacci numbers from 1 to 144.
图3-2是链接所有1至144的斐波纳奇数字的比率表。The main advantage of harmonic patterns is that you won't need to make guesses because you can rely on specific Fibonacci numbers.
谐波模式最重要的优势在于您无需猜测，因为您可以依赖特定的斐波那契数字。Retracements are vexing at all times and any help is always welcome, although with harmonic price patterns, the orthodoxy is to apply Fibonacci numbers.
任何时候的回调都令人感到棘手，而且任何帮助总会受到欢迎，尽管正统理念是借助斐波纳契数字应用于和谐价格形态中。Divide the spirals into those pointed left and right and you will get two consecutive Fibonacci numbers.
将螺旋分为指向的左侧和右侧，您将获得两个连续的斐波那契数。If you count the number of spirals in each direction, they will always be consecutive Fibonacci numbers.
如果数数每个方向螺旋的数目，它们永远是连续的斐波那契数列。If you count the spirals pointed to the left and right separately, you will get two consecutive Fibonacci numbers.
将螺旋分为指向的左侧和右侧，您将获得两个连续的斐波那契数。His“Fibonacci Naples”(1970)“consists of ten photographs of factory workers, building in Fibonacci numbers from a solitary person to a group of fifty-five.”.
的工作”斐波那契那不勒斯”(从1970年)由十个工厂工人的照片,在斐波纳契数从一个孤独的人,一群55(第十斐波纳契数)。Gann, although 50% is not a Fibonacci number, either.
Gann发明，虽然50%回调位也不是斐波那契数。
