XXXXXXXX - Sum of Distinct Numbers
You are given N numbers. You have to perform two kinds of operations:
U x y - x-th number becomes equal to y.
Q x y - calculate the sum of distinct numbers from x-th to y-th. It means that the sum for the set {1, 2, 3, 2, 7} will be equal to 13 (1+2+3+7).
Input
The first line of input contains an integer N. 1<=N<=50000
The second line consists of N numbers.
The third line consists of an integer Q. 1<=Q<=100000
The following Q lines will consist of queries of the form described in the task description.
All numbers in input will fit in the signed 32-bit type.
Output
Output an answer for every query of the second type.
Example
Input:
5
1 2 4 2 3
3
Q 2 4
U 4 7
Q 2 4
Output:
6
13
Hint: Time limit is ~ 1.5*(my program's execution time in the worst case)
hide comments
Josip Klepec:
2016-07-01 10:14:32
odlićno |
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secta:
2016-04-20 11:04:16
Is O(Q*log^2(N)) enough, I keep getting TLE? |
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Hani Ghazi:
2016-02-06 22:35:20
why still get WA at 20 ??
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Shambhavi Mishra:
2015-08-11 18:48:06
Can someone help me with this question ? |
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pikku:
2015-06-17 11:06:43
Replaced int with long long and still getting WA on 20th test case. Can someone help me with this? Last edit: 2019-03-23 17:43:30 |
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Raj Kumar:
2014-12-17 21:39:44
Can the input numbers be negative?? |
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Rishabh Raj:
2011-11-01 05:55:02
hey like for input like 4 4 4 what will be the sum.? 4 or 0 ..?
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Buda IM (retired):
2011-08-22 15:10:17
Beautiful problem. Last edit: 2011-08-17 17:02:52 |
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[Rampage] Blue.Mary:
2011-08-22 15:10:17
An enhanced version of problem GSS2 :P |
Added by: | Sergey Kulik |
Date: | 2011-06-23 |
Time limit: | 1s |
Source limit: | 44444B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 |
Resource: | Known problem |