Contents

• # For Solution

Two friends, Dragon and Sloth, are writing a computer science examination series. There are three subjects in this series: DSADSATOCTOC, and DMDM. Each subject carries 100100 marks.

You know the individual scores of both Dragon and Sloth in all 33 subjects. You have to determine who got a better rank.

The rank is decided as follows:

• The person with a bigger total score gets a better rank
• If the total scores are tied, the person who scored higher in DSADSA gets a better rank
• If the total score and the DSADSA score are tied, the person who scored higher in TOCTOC gets a better rank
• If everything is tied, they get the same rank.

### Input Format

• The first line of input contains a single integer TT, denoting the number of test cases. The description of TT test cases follows.
• The first line of each test case contains three space-separated integers denoting the scores of Dragon in DSADSATOCTOC and DMDM respectively.
• The second line of each test case contains three space-separated integers denoting the scores of Sloth in DSADSATOCTOC and DMDM respectively.

### Output Format

• For each test case, if Dragon got a better rank then output "Dragon", else if Sloth got a better rank then output "Sloth". If there was a tie then output "Tie". Note that the string you output should not contain quotes.
• The output is case insensitive. For example, If the output is “Tie” then “TiE”, “tiE”, “tie”, etc are also considered correct.

### Constraints

• 1T10001≤T≤1000
• Each score of both Dragon and Sloth lies between 00 and 100100.

Subtask #1 (100 points): Original constraints

### Sample Input 1

4
10 20 30
30 20 10
5 23 87
5 23 87
0 15 100
100 5 5
50 50 50
50 49 51


### Sample Output 1

SLOTH
TIE
DRAGON
DRAGON


### Explanation

• For the first test case, Sloth and Dragon have the same total score but Sloth gets a better rank because he has a higher score in DSADSA.
• For the second test case, Sloth and Dragon have the same rank because they have the same score among all subjects.
• For the third test case, Dragon gets a better rank because he has a greater total score.
• For the fourth test case, Sloth and Dragon have the same total score and same DSADSA score. Dragon gets a better rank because he has a greater TOCTOC score.