MAIN111 - Strictly not a Prime
Tim defines an integer as "Strictly not a Prime", if no subsequence (considering the integer as a string of digits) of the integer is a prime. He needs your help in finding how many such integers are present between two given integers A and B (including A and B).
Input
First line contains an integer T (1 <= T <= 100000) which denotes the total number test cases. Each test case consists of two integers A and B (1 <= A, B <= 100000) on a single line.
Output
For each test case, print the total count of integers which are "Strictly not a prime" between A and B (including A and B) as per Tim.
Example
Input: 2 3 6 7 10 Output: 2 3
hide comments
newbie:
2015-11-14 19:26:38
finally ac after 6 wa's good luck :) 0 & 1 are strictly not prime good luck :) |
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newbie:
2015-11-14 19:25:17
1. Swap if(a>b)
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pranjuldb:
2014-12-23 13:08:48
easy but nice one :) Last edit: 2014-12-23 13:10:39 |
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Bharath Reddy:
2014-09-25 10:44:51
A can be greater than B.
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DuM!3 !3rA!N a.k.a Sury^:
2014-09-06 21:35:06
cases like 169 is *not* "Strictly not prime" ryt? even then WA :/ Anyone to Help ? :( Last edit: 2014-09-06 21:35:25 |
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:(:
2014-09-06 05:56:59
Can someone give another example? |
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_maverick:
2013-08-16 21:06:24
OMG excellent problem tried it for three days,and made 50 attempts consisting of WA and TLE and finally got AC.Thanks for the problem learnt a lot from it.Check for all subsequences and use fast input and output and bitwise techniques optimizations , precompute as much as efficient you can.
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Dragan MarkoviƦ:
2013-08-16 20:53:04
Make sure you check for SUBSEQUENCES not SUBSTRINGS. |
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_maverick:
2013-08-15 16:51:47
i have several doubts in this problem 0 and 1 are neither prime nor composite so what i have to do in those cases here whether it should be counted or not. |
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_maverick:
2013-08-15 14:45:55
what is the answer for test case
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Added by: | amit karmakar |
Date: | 2011-08-15 |
Time limit: | 1s-3s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 |
Resource: | own problem used in - http://www.spoj.pl/MAIN11/ |