The result is all of the Fibonacci Numbers less than 4 million and even.
结果得到的是所有小于400万且为偶数的fibonacci数。
You can arrange the layout in different ways according to Fibonacci Numbers.
你可以根据斐波那契序列的数字来安排不同的页面布局方式。
Now that we have a good way to generate Fibonacci numbers, let's solve the problem.
我们已经具备了一种很好的生成Fibonacci数的方式，让我们来解决这个问题。
So the first two Fibonacci Numbers are given, and each remaining number is the sum of the previous two.
因此斐波那契数列的头两项数字是给定的，而之后的每个数字是前两项数字之和。
Fibonacci Numbers at least have the virtue of creating a testable proposition; one that they appear to fail.
斐波纳契数的优点在于至少有可测试的主张；一个看起来错了的主张。
By definition, the first two Fibonacci Numbers are 0 and 1, and each remaining number is the sum of the previous two.
根据定义，斐波那契的前两项数字为0和1，之后的每个数字是前两项数字之和。
Then we say that for any other natural number, that fibonacci number is the sum of the previous two fibonacci numbers.
然后就是对其他自然数，其fibonacci数就是它前面两个数字的和，即F(N)=F(N-1)+F(N-2)。
The Fibonacci numbers are an integer sequence where for a given number, the Fibonacci value can be calculated using: F(n) = F(n-1) + F(n-2).
Fibonacci 数列是一种整数序列，可以使用以下算式计算各个 Fibonacci值：F(n) = F(n-1) + F(n-2)。
In music, Fibonacci Numbers are sometimes used to determine tunings, and in visual art to determine the length or size of content and formal elements.
在音乐中，斐波那契数有时被用于调音，而在视觉艺术中，斐波那契数用于确定内容及形态构成要素的长度和尺寸。
A new study* by Professor Roy Batchelor and Richard Ramyar of the Cass Business School, finds no evidence that Fibonacci numbers work in American stockmarkets.
Cass商学院的RoyBatchelor和RichardRamyar教授，在一个新研究*中证实没有数据表明斐波纳契数对美国股市有作用。
The article “Nombre d’or, suite de Fibonacci et autres grilles de mise en page pour le design web” (in French) explains in more depth the application of Fibonacci numbers to Web design.
文章《Nombred’orsuitedeFibonaccietautres grilles demiseenpagepourledesignweb》（法语）更深入的探讨了斐波那契序列数字在网页设计中的应用。
To hasten this application, which becomes proportionally slower as you proceed further into the Fibonacci sequence, the costly rework of recalculating Fibonacci Numbers would have to be avoided.
要加快该应用程序(随着进一步执行Fibonacci序列，程序会随之变慢)，应该避免重新计算Fibonacci数字这样代价高昂的重复工作。
The amazing thing is that the mathematical fractions were the same numbers as the Fibonacci sequence!
令人惊讶的是这些分数的构成数字正是组成斐波那契数列的数字。
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。
This sequencing is a fundamental design tool of Creation Spectacular patterns are found by applying the Fibonacci spiral to key numbers of the Mayan calendar: 20, 13 and 18.
这些序列是以创造物的设计工具为基础，通过对斐波纳契数列的应用，可以找到引人入胜的图案，是玛雅历法的重要数字：20，13和18。
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。
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。
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