After every exam, Nadeem and his friends have the same discussion: should they eat manaeesh at Alsyoufi or Caesar?
To settle the debate, they compare the two restaurants using three criteria:
For each criterion, the two values are different. Thus, exactly one restaurant receives a point from each criterion. The restaurant with more points wins.
Determine the winning restaurant.
The first line contains three integers $$$D_1$$$, $$$Q_1$$$, and $$$P_1$$$ — the distance, food-quality score, and price of Alsyoufi, respectively.
The second line contains three integers $$$D_2$$$, $$$Q_2$$$, and $$$P_2$$$ — the distance, food-quality score, and price of Caesar, respectively.
Each of the six integers is between $$$1$$$ and $$$10^9$$$, inclusive.
It is guaranteed that $$$D_1$$$ and $$$D_2$$$ are different, $$$Q_1$$$ and $$$Q_2$$$ are different, and $$$P_1$$$ and $$$P_2$$$ are different.
Print Alsyoufi if Alsyoufi receives more points. Otherwise, print Caesar.
10 8 30 15 7 25
Alsyoufi
20 9 50 10 8 40
Caesar
1 1000000000 1 1000000000 1 1000000000
Alsyoufi
In the first example, Alsyoufi receives the points for distance and food quality, while Caesar receives the point for price. Therefore, Alsyoufi wins by $$$2$$$ points to $$$1$$$.
In the second example, Caesar receives the points for distance and price, while Alsyoufi receives the point for food quality. Therefore, Caesar wins by $$$2$$$ points to $$$1$$$.
In the third example, Alsyoufi receives all three points.