There are 196 stones in piles A, B, and C. First, distribute pile A to the other two piles, so that the number of stones in the latter two piles doubles; As a result, the number of stones in pile C is that of pile A (5/22), so what is the smallest pile of stones among the original three piles of stones?
甲、乙、丙三堆石子共196块，先从甲堆分给另外两堆，使得后两堆石子数增加一倍；再把乙堆照样分配一次；最后把丙堆也照样分配一次．结果丙堆石子数为甲堆的(5/22)，那么原来三堆石子中，最少的一堆石子数为多少．
<result>27</result>