Season 1 got me hooked up on these counter things. S1 was made very well and garnered a lot potential. It’s just a shame that S2 failed to meet pur expectations. Otherwise, these could have been a a great series like even the characters will get to changed,it will still be liked since it’s all about being a counter and fighting evil spirits. S2 made those evil spirits almost as powerful as the counters in S1 even more since Mr.Ma can even read/see then from the territory. These could have been fine if they made the counters a lot more powerful (gaining additional unique individual powers) and smart too (with their past experiences fighting the #1 evil spirit in S1- Sin and a more years of training). But to our dismay, they made them appears as "can’t win a fight unless with Mun" . They made Mo-tak (power:super strength in s1) seem to be an ordinary counter in s2. They could have just retained his super strength as powerful as Mun, the only difference is Mun has a lot more additional powers like psychokinesis,agility,etc. OR if they want to show that Mun is the most powerful counter, instead of weakening the other counters,they could have made the counters a lot more powerful on their powers + additional unique powers then made Mun possess all their powers too. Then the character of the newbie counter was a total flopped. He was made like a sniffing dog. How wonderful it is if Jeong's power is a quick sense of smell(he can tell if it’s level 1,2 3 4) + he can travel in a lightning speed (or the power to communicate with animals)? Then Mun can summon the territory keeps moving towards the smell ,then Hana can see what's in there (better if Hana can now also see the past by sensing a certain place).

I was actually excited to watch the S2 but im sorry but i had to skip from ep.7 to the final episode. But just in case they'll make a S3 either with the same characters or new set of counters, they I'll still definitely give it a try to watch. Fighting evil spirits is unending, so this Uncanny Counter has a very high potential for a great number of series.