Problem Description

There are $4$ people playing cards, numbered $1 \sim 4$. One game has $n$ rounds. After round $i$ ends, person $j$ gets $a_{i,j}$ points. If someone gets $26$ points in a round, then they will get no points, and the other three people each get $26$ points. After $n$ rounds, all people with the lowest total score win.

Little D will give you the scores of each person in these $n$ rounds. Please determine who wins in the end.

Input Format

The first line contains a positive integer $n$.

The next $n$ lines each contain $4$ integers, representing $a_{i,1}, a_{i,2}, a_{i,3}, a_{i,4}$.

Output Format

Output one line: print the winners' indices in increasing order.

3
4 8 10 4
6 0 7 13
8 8 8 2

2

3
0 2 10 14
1 1 12 12
4 2 9 11

1 2

1
0 0 26 0

3

Hint

[Sample #1 Explanation]

The final scores of the four people are $18,16,25,19$.

[Sample #2 Explanation]

In the end, both $1,2$ have a score of $5$, so their indices should be printed in increasing order.

[Sample #3 Explanation]

Because $3$ got $26$ points in the first round, they will get no points, and $1,2,4$ each get $26$ points.

[Constraints]

• $1 \le n \le 100, 0 \le a_{i,j} \le 26$.
• $a_{i,1}+a_{i,2}+a_{i,3}+a_{i,4}=26$.

Translated by ChatGPT 5