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|2 초||512 MB||57||22||19||45.238%|
You will be given a list of Q (1 <= Q <= 100,000) instructions.
If the instructions is to "insert N", insert N into the list of numbers (there may be duplicates).
If the instruction is to "print K" - print the XOR sum of the largest K (1<=K<=Q) elements in the list (or, if the list contains less than K elements, the XOR sum of all elements in the list).
XOR sum of a list of numbers is the result of XOR-ing all of them. XOR can be applied to two integers using the built in ^ operator in most languages (or xor in Haskell).
Note that XOR function has some useful properties, among them that if N^M=X then N=X^M and M=X^N.
First line of the input contains an integer T (1 <= T <= 10) - the number of test cases. Each test case start with a line containing an integer Q(1 <= Q <= 100,000). Following are Q lines containing one instruction each.
Instructions are in either of the following two forms:
N is a non-negative integer less than 2^31 and K is a positive integer less than Q.
For each print statement output the sum of (at most) K largest elements in the current list. Note that the list is cleared between test cases.
1 5 insert 1 insert 2 print 2 insert 3 print 2