这是我的博客发布的第 100 篇文章！🎉
有两个玩家，给出分别 n 和 m 个数对，$1\leq n,m\leq 12$，所有数字都 $\in [0,9]$，并且一个数对里的数字不相同，不会有重复的数对。现在有一个“共享数字”，这个数字在 A 玩家的数对里和 B 玩家的数对里都至少出现一次。如果你可以推断出这个数字，输出这个数字；如果你无法推断出这个数字，但是你确信两个玩家都知道这个数字，输出 0；如果连玩家也不知道，输出 -1。
很多题目的贪心想法都是一个简单粗暴的贪心加上可“反悔”的操作。这样可以确保答案的正确性。
You're Zhu Rengong, a formidable hero. After a number of challenging missions, you are finally facing the final Boss – a black dragon called Heilong. Due to his overwhelming power, you have to plan your actions carefully.
YJJ is a salesman who has traveled through western country. YJJ is always on journey. Either is he at the destination, or on the way to destination.
One day, he is going to travel from city $A$ to southeastern city $B$. Let us assume that A is $(0,0)$ on the rectangle map and $B (10^9,10^9)$. YJJ is so busy so he never turn back or go twice the same way, he will only move to east, south or southeast, which means, if YJJ is at $(x,y)$ now $(0\leqslant x\leqslant 10^9,0\leqslant y\leqslant 10^9)$, he will only forward to $(x+1,y)$, $(x,y+1)$ or $(x+1,y+1)$.