Average, meaning the league average or maybe the median?
Every team has about 7 RPers. That’s about 210 total, which was the sample sizes I provided for 2017, 2018, 2019, 2017 to 2018, 2019 to 2020 and 2017 tp 2020. I used your stat of choice: fWAR, and Barnes placed way above average in every sample size.
Doesn’t common sense show he is better than mediocre by your own methodology?
There is no way a 1.1 WAR is average for a RPer.
Now, if you want to talk OPS against, WHIP or ERA-, the stats I use, then Barnes looks closer to average than fWAR, but you chose the tool, not me.
On clutch, isn’t it common sense to think that since players go hot and cold for many reasons or no reasons at all during the regular season, those could be the same reasons for going hot or cold in the playoffs? Since the pitcher you chose to prove beyond any doubt has had sample sizes as large as his playoffs size with very similar numbers and he has shown he performs better than his norm in high pressure situations in a huge sample size in the regular season, how does “common sense” lead anyone to conclude the reason has to be and can only be the extra pressure.
Of course, it could be, but no way does common sense show it’s a sure thing.
That’s not how common sense works. It’s uncommon.