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COOLNUMS - Cool Numbers |
Cool numbers are those, whose digits can be partitioned into two sets such that the sum of the digits in either sets are equal.
Example: 23450 is cool because 3+4+0 = 2+5; So is 91125;
The numbers 567, 34523 are not cool, since there is no such digit partition.
Write a program that prints the number of cool numbers in the inclusive range [A,B].
Input Format:
The input file consists of multiple testcases.
Each case contains one line containing two 32-bit unsigned integers A and B. (1 <= A <= B <= 4*109).
Input terminates with a line containing two zeros and must not be processed.
Output Format:
For each testcase print a single line containing one integer saying the number of cool numbers between A and B, inclusive.
Sample Input:
1 11 12 20 1 20 3 100 6354 234363 123456789 234567891 0 0Sample Output:
1 0 1 9 82340 54801678
Test Data:
About 50 testcases.
Added by: | Prasanna |
Date: | 2007-10-08 |
Time limit: | 5.673s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ERL JS-RHINO NODEJS PERL6 VB.NET |
Resource: | NITT ACM ICPC Local Contest 2007 [Topcoder problem with Constraints raised] |
hide comments
2023-09-12 16:44:06
I've found an even cooler approach. just store the whole knapsack array in the dp state (not sure why this doesn't TLE) |
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2023-08-26 10:02:52
I've found a cool approach on codeforces. Keep in mind the 50KB source limit |
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2023-08-11 04:57:07
can someone help me the solution ... =)) |
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2021-06-13 07:38:35
Yes 4e9 fits into a 32-bit unsigned integer Last edit: 2021-06-13 07:40:13 |
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2021-06-13 02:17:10
2**32 is a little bigger than 4*10^9, so it just fits. |
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2013-02-26 14:21:17 Ricardo Oliveira [UFPR]
4*10^9 does not fit in a 32-bit UNsigned integer, right? |