CF1624B Make AP

$Polycarp$ 有 $3$ 个整数 $a,b,c$ 。你需要选择一个整数 $m$ ，使 $a,b,c$ 中的任意一个数乘上它，并让之后的 $a,b,c$ 构成[**算术级数**](https://en.wikipedia.org/wiki/Arithmetic_progression)。 - [**算术级数**](https://en.wikipedia.org/wiki/Arithmetic_progression)：一个数列中每一组相邻的两个数的差相等（即为**等差数列**），如：$[5,10,15]$, $[3,2,1]$, $[1,1,1]$, $[13,10,7]$ 。而 $[1,2,4]$, $[0,1,0]$, $[1,3,2]$ 则不能形成[**算术级数**](https://en.wikipedia.org/wiki/Arithmetic_progression)。

第一行一个整数 $t$ $(1≤t≤10^4)$ 表示测试用例的数量。 之后 $t$ 行每一行是 $3$ 个整数 $a,b,c$ $(1≤a,b,c≤10

如果存在这样一个 $m$ , 输出 ```YES``` ,否则输出 ```NO``` (对 ```YES``` 和 ```NO``` 的大小写不做要求，如 ```YeS``` ```yeS``` 也是可以的)。

In the first and second test cases, you can choose the number $ m=4 $ and multiply the second number ( $ b=5 $ ) by $ 4 $ . In the first test case the resulting sequence will be $ [10, 20, 30] $ . This is an AP with a difference $ d=10 $ . In the second test case the resulting sequence will be $ [30, 20, 10] $ . This is an AP with a difference $ d=-10 $ . In the third test case, you can choose $ m=1 $ and multiply any number by $ 1 $ . The resulting sequence will be $ [1, 2, 3] $ . This is an AP with a difference $ d=1 $ . In the fourth test case, you can choose $ m=9 $ and multiply the first number ( $ a=1 $ ) by $ 9 $ . The resulting sequence will be $ [9, 6, 3] $ . This is an AP with a difference $ d=-3 $ . In the fifth test case, it is impossible to make an AP.