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TRIISO - Playing with isosceles triangle |
Naruto was always alone as a kid. He used to get bored a lot and always tried different things for fun. Once he got fascinated by isosceles triangles and developed a game. He will choose a integer value S to be length of the equal sides of the isosceles triangle. Now if it is possible that he can form any triangle which has a third side of even length as well a height of integral value with the third side as base then he becomes happy.
Given S determine if Naruto will be happy.
Input
First line contains T, the number of test cases, T <= 10000.
The next T lines each contain a integer value S < 1000000.
Output
For each of T test cases output YES if Naruto will be happy and NO otherwise
Example
Input: 2 5 8 Output: YES NO
Explanation:
In 1st case for S=5, the third side can be 6 and height can be 4.
In 2nd case for S=8, no such combination is possible.
Added by: | Abhra |
Date: | 2013-10-09 |
Time limit: | 1s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 |
hide comments
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2016-03-02 20:04:25
My 50th :-) |
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2015-08-21 18:05:04 Anant Upadhyay
good question...... use pythagorus theorem efficiently.... |
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2014-12-25 11:01:11 DEEPAK619
Finally 50th AC |
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2014-06-27 14:15:46 krishna kumar
Amazing Q !!! learnt the real meaning of an very imp theorm Last edit: 2014-06-27 14:22:37 |
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2014-06-05 16:15:07 -_-
Nice Question, leart a new property from it :D |
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2014-02-22 18:47:15 $H!VAM
Please check my solution ID 11116661 . All the cases i have tried and they match with the code which is AC. |
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2014-02-10 16:05:27 RIVU DAS
Nice but easy!! |
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2014-01-31 16:18:27 Anant Kumar
Easy once you get the concept! |
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2014-01-29 08:51:15 Jumpy
what would be the answers to the cases : 2 16 0 |