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Duplicate number is always present in the given array/list.
You have been given an integer array/list(ARR) of size N which contains numbers from 0 to (N - 2). Each number is present at least once. That is, if N = 5, the array/list constitutes values ranging from 0 to 3 and among these, there is a single integer value that is present twice. You need to find and return that duplicate number present in the array.



If an interval ends at time T and another interval starts at the same time, they are not considered overlapping intervals.
Check if any two intervals overlap among a given set of intervals. An interval is given in form of start and end time. Given a set of intervals, check if any two intervals overlap or not.



1. INSERT(key, value): Inserts an integer value to the data structure against a string type key if not already present. If already present, it updates the value of the key with the new one. This function will not return anything.
2. DELETE(key): Removes the key from the data structure if present. It doesn't return anything.
3. SEARCH(key): It searches for the key in the data structure. In case it is present, return true. Otherwise, return false.
4. GET(key): It returns the integer value stored against the given key. If the key is not present, return -1.
5. GET_SIZE(): It returns an integer value denoting the size of the data structure.
6. IS_EMPTY(): It returns a boolean value, denoting whether the data structure is empty or not.
1. Key is always a string value.
2. Value can never be -1.
First(Denoted by integer value 1): Insertion to the Data Structure. It is done in a pair of (key, value).
Second(Denoted by integer value 2): Deletion of a key from the Data Structure.
Third(Denoted by integer value 3): Search a given key in the Data Structure.
Fourth(Denoted by integer value 4): Retrieve the value for a given key from the Data Structure.
Fifth(Denoted by integer value 5): Retrieve the size of the Data Structure.
Sixth(Denoted by integer value 6): Retrieve whether the Data Structure is empty or not.
Implement the data structure which takes constant time for insertion, deletion and find operations.



The input string(STR) will not contain any spaces.
Assume that all characters in STR are lower case letters.
If characters less than 'K' remain, then append them in a sorted way to the new string.
Let the input string be "edcba" with K = 4.
Let the new string to be formed is initially empty, newString = "".
The first set of 4 characters are, ('e', 'd', 'c', 'b')
Out of these 4 characters, the smallest one is 'b' and hence we add it to the newString and it becomes,
newString = "b"
The next set of 4 characters are, ('e', 'd', 'c', 'a')
Out of these 4 characters, the smallest one is 'a' and hence we add it to the newString and it becomes,
newString = "ba"
Now we are left with "edc" and since we can't get a window of size 4, we sort them in the increasing order and append them to the newString.
Hence, newString thus formed will be "bacde".
Given a string (STR) of length N, you have to create a new string by performing the following operation:
Take the smallest character from the first 'k' characters of STR, remove it from STR and append it to the new string.
You have to perform this operation until STR is empty.

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