ABA12A - Help Balaji!
Balaji was reading number theory. When reading about primes, he was thinking about numbers which could be expressed as a product of primes. He wanted to know the largest number in a range which could be expressed as a product of primes. Balaji’s maths teacher is not so good at maths and so he was taught that 1 is prime. You, being a good programmer, help him with the task.
Input
The first line of input consists of C, the number of test cases, followed by C lines containing two space separated numbers a and b, the first and last number in the range (inclusive).
1 < C < 100
0 < A < B < 1e12
0 < B - A < 1e6
Output
For each test case, print a single line containing the largest number which can be represented as a product of primes, considering 1 to be prime.
Example
Input: 1 1 4 Output: 4
Explanation of Test Case
4 can be expressed as 2 × 2.
hide comments
kaneki13:
2018-10-12 23:14:07
Can it be solved using miller rabin test?
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sharif ullah:
2016-10-26 18:44:51
সবাই মজা নেয় (Everyone make fun with me!) |
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Anubhav Balodhi :
2014-11-11 18:11:36
the easiest question ever... |
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Samil Vargas:
2013-12-18 01:21:53
Man this is the easiest problem in the history but understand this is for freak people i could say that im one of those cause this problem is so easy just got to use long long int if you have time limit you are doing wrong |
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Bahrul Halimi:
2012-05-07 15:01:13
i got WA.. :(
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arc:
2012-05-07 14:57:49
此题看不懂 |
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:D:
2012-05-03 16:01:54
Barely a tutorial problem. On top of that the wording seems to suggest you are looking for a number that can be expressed as product of exactly two primes, witch is not the case. You only need to remember to use 64-bit integers. |
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manish sharma:
2012-04-06 16:00:30
the answer should be B only .... i don't know y it's giving me wrong answer |
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magicsquare:
2012-03-16 14:01:42
Definitely tutorial :D |
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shivamrana:
2012-03-15 13:21:42
Aviral ans is b only... ;)
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Added by: | Kashyap Krishnakumar |
Date: | 2012-01-10 |
Time limit: | 1s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 |
Resource: | Own problem |