Problem Statement 

In the new boardgame Medici, you play an aristocrat in 15thcentury Florence. On each turn, you gather
points in three categories: fame, fortune, and dirty secrets with which you can blackmail other players. The
winner is the player with the most points in his weakest category at the end of the game.
For example, suppose there are three players with the following points:
NAME FAME FORTUNE SECRETS

Salvestro 20 60 40
Giovanni 30 80 30
Cosimo 50 40 50
Salvestro's weakest category is Fame, in which he has 20 points. Giovanni's weakest categories are Fame and Secrets, with 30 points in both. Cosimo's weakest category is Fortune, with 40 points. Cosimo is the winner.
You will be given three int[]s, fame, fortune, and secrets. The points for player i are
given as the ith elements of the three int[]s. You are to return the (zerobased) index of the winning player. If there
is a tie for the winning score, the game is declared a draw and replayed, in which case you should return 1.


Definition 
 Class:  Medici  Method:  winner  Parameters:  int[], int[], int[]  Returns:  int  Method signature:  int winner(int[] fame, int[] fortune, int[] secrets)  (be sure your method is public) 




Constraints 
  fame contains between 2 and 20 elements, inclusive. 
  fortune and secrets each contain the same number of elements as fame. 
  All elements of fame, fortune, and secrets are between 0 and 100, inclusive. 

Examples 
0)  
 { 20, 30, 50 }  { 60, 80, 40 }  { 40, 30, 50 } 
 Returns: 2  The example above. Salvestro is player 0, Giovanni is player 1, and Cosimo is player 2. 


1)  
 { 0, 100, 100, 100 }  { 100, 0, 100, 50 }  { 50, 50, 50, 100 } 
 Returns: 1  Players 2 and 3 both have 50 points in their weakest categories (Secrets and Fortune,
respectively). The game is a draw. 


2)  
 { 1, 0 }  { 1, 99 }  { 1, 99 } 
 Returns: 0  Player 0 wins even though he scored 195 fewer total points than player 1.
Total points is irrelevant in determining the winner. 


3)  
 { 39, 42, 57 }  { 42, 39, 57 }  { 57, 39, 42 } 
 Returns: 2  Players 0 and 1 tie for second place, but that does
not cause the game to be declared a draw. 


4)  
 { 3, 98, 0, 71, 81, 85, 99, 58, 93, 79, 100, 98, 73, 83, 52, 100, 37, 93, 39, 27 }  { 96, 34, 45, 20, 72, 71, 7, 18, 47, 35, 54, 51, 52, 21, 49, 20, 44, 72, 90, 93 }  { 15, 72, 50, 84, 41, 49, 35, 71, 20, 29, 73, 18, 35, 61, 70, 34, 59, 68, 90, 18 } 
 Returns: 17  
