题目来源:http://www.lintcode.com/zh-cn/problem/fizz-buzz/

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" alt="" />

可以accept的程序如下:

 class Solution {
public:
/**
* param n: As description.
* return: A list of strings.
*/
vector<string> fizzBuzz(int n) {
vector<string> results;
for (int i = ; i <= n; i++) {
if (i % == ) {
results.push_back("fizz buzz");
} else if (i % == ) {
results.push_back("buzz");
} else if (i % == ) {
results.push_back("fizz");
} else {
results.push_back(to_string(i));
}
}
return results;
}
};

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