Who Ranked k-th

Problem Description

In an exam, all students have different scores. Given each student's ID and score, find the ID and score of the student ranked $k$-th.

Input Format

The first line contains two integers: the number of students $n$ ($1 \le n \le 100$) and the rank $k$ to query ($1 \le k \le n$).

The following $n$ lines each contain one student's ID (an integer) and score (a floating-point number), separated by a space.

Output Format

Output the $k$-th student's ID and score, separated by a space. (Note: output the score using %g.)

Sample Input

5 3
90788001 67.8
90788002 90.3
90788003 61
90788004 68.4
90788005 73.9

Sample Output

90788004 68.4

Sample Explanation

In the input $n = 5$ and $k = 3$. The five students' scores sorted from high to low are:

• 1st: ID $90788002$, score $90.3$;
• 2nd: ID $90788005$, score $73.9$;
• 3rd: ID $90788004$, score $68.4$;
• 4th: ID $90788001$, score $67.8$;
• 5th: ID $90788003$, score $61$.

So the 3rd student is the one with ID $90788004$ and score $68.4$. Output the ID and score separated by a space, as shown in the sample output.

Constraints

$1 \le n \le 100$, $1 \le k \le n$. The ID is an integer and the score is a floating-point number. All students' scores are different.