如何在solution中添加一个test case

在solution Explorer中右键点击需要添加的folder,选择Add-New Item。也可以选择使用相应Unit Test之类的。Generic Test一般用于创建manual case。如果想要创建auto的case也可以选择New Item。之后建立一个.cs文件。之后在这个.cs文件中建立自己测试用的function。如果需要引用其他的命名空间下的function可以在引用的部分输入

using EndToEndTest.API;

EndToEndTest.API是所要调用的类的命名空间。

 

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转载于:https://www.cnblogs.com/cynthiahuo/p/3146140.html

Lately, the cows on Farmer John's farm have been infatuated with watching the show Apothecowry Dairies. The show revolves around a clever bovine sleuth CowCow solving problems of various kinds. Bessie found a new problem from the show, but the solution won't be revealed until the next episode in a week! Please solve the problem for her. You are given integers M and K (1≤M≤109,1≤K≤31) . Please choose a positive integer N and construct a sequence a of N non-negative integers such that the following conditions are satisfied: 1≤N≤100 a1+a2+⋯+aN=M popcount(a1)⊕ popcount(a2)⊕⋯⊕ popcount(aN)=K If no such sequence exists, print −1 . † popcount(x) is the number of bits equal to 1 in the binary representation of the integer x . For instance, the popcount of 11 is 3 and the popcount of 16 is 1 . †⊕ is the bitwise xor operator. The input will consist of T (1≤T≤5⋅103 ) independent test cases. INPUT FORMAT (input arrives from the terminal / stdin): The first line contains T . The first and only line of each test case has M and K . It is guaranteed that all test cases are unique. OUTPUT FORMAT (print output to the terminal / stdout): Output the solutions for T test cases as follows: If no answer exists, the only line for that test case should be −1 . Otherwise, the first line for that test case should be a single integer N , the length of the sequence -- (1≤N≤100 ). The second line for that test case should contain N space-separated integers that satisfy the conditions -- (0≤ai≤M ). SAMPLE INPUT: 3 2 1 33 5 10 5 SAMPLE OUTPUT: 2 2 0 3 3 23 7 -1 In the first test case, the elements in the array a=[2,0] sum to 2 . The xor sum of popcounts is 1⊕0=1 . Thus, all the conditions are satisfied. In the second test case, the elements in the array a=[3,23,7] sum to 33 . The xor sum of the popcounts is 2⊕4⊕3=5 . Thus, all conditions are satisfied. Other valid arrays are a=[4,2,15,5,7] and a=[1,4,0,27,1] . It can be shown that no valid arrays exist for the third test case.
最新发布
03-24
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