Number1CanesFan
Sophomore
- Joined
- Jul 30, 2016
- Messages
- 13,221
The question he's avoiding is what is the fielding percentage of the teams that have won a national title?He doesn't like to talk about the fact that we haven't won more than one game in Omaha since 2001.
2018 Oregon State - .978
2017 Florida - ,981
2016 Coastal Carolina - .971
2015 Virginia - .974
2014 Vanderbilt - .979
We're nearly at the halfway point of the season. So, Miami is at .961 in fielding which that idiot thinks is just fine after all it's only 10 points less than 2016 champion Coastal Carolina.
Looking at this another way. There are a maximum of 54 fielding chances if there are no errors and every fielding chance requires an assist. Let's just say it's 50/50 on assists which makes it 40.5 chances per game (27 outs x 1.5 chances). Miami has played 28 games. That's 28 x 40.5 chances = 1,134 chances where there has been 44.23 errors which is 1.58 errors per game.
To get to .971 in the next 28 games, Miami would need: ( 56 x 40.5) = 2,268 chances with 2,202 successful. That's 65.77 errors total. For 1/2 of the season Miami has (1,134 x .961) = 1,089 successful fielding chances. To get to .971, Miami needs a 98.1% fielding percentage (2,202 - 1,089)/1134 for the remaining 28 games. Miami has committed 44.23 errors in the first 28 games. So, 65.77-44.23 = 21.54 remaining errors to get to .971 fielding. Basically, Miami would need to cut their errors in half to get to a .971 fielding percentage for the year. Not a small feat and certainly isn't trivial, but is doable.
To get to .980 in the next 28 games, Miami would need: ( 56 x 40.5) = 2,268 chances with 2,223 successful. That's 45.36 errors total. For 1/2 of the season Miami has (1,134 x .961) = 1,089 successful fielding chances. To get to .980, Miami needs a 100% fielding percentage (2,223 - 1,089)/1134 for the remaining 28 games. Miami has committed 44.23 errors in the first 28 games. So, 45.36-44.23 = 1.13 remaining errors to get to .980 fielding. Miami can commit only 1 error for the remaining 28 games to be at a 980 fielding percentage for the year. Nearly impossible.
For Miami to get to .971, they would have to field at a rate of .981 for the rest of the season. To get close to what 2017 national champion Florida did, Miami would have to field at 100 percent for the rest of the year making only 1 error for the remainder of the season. What this shows is how consistent you have to field for long periods to time to have a high fielding average. Separating the average fielding teams from the really good ones looks trivial, but it's not.