[-] About this table
Includes the
top 180 QBs by total plays
| Total <=0 | Percent of plays that are negative or no gain |
| Total >=10 | Percent of plays that gain 10 or more yards |
| Total >=25 | Percent of plays that gain 25 or more yards |
| 10 to 0 | Ratio of Total >=10 to Total <=0 |
Includes the
top 240 RBs by total plays
| Total <=0 | Percent of plays that are negative or no gain |
| Total >=10 | Percent of plays that gain 10 or more yards |
| Total >=25 | Percent of plays that gain 25 or more yards |
| 10 to 0 | Ratio of Total >=10 to Total <=0 |
Includes the
top 300 Receivers by total plays
| Total <=0 | Percent of plays that are negative or no gain |
| Total >=10 | Percent of plays that gain 10 or more yards |
| Total >=25 | Percent of plays that gain 25 or more yards |
| 10 to 0 | Ratio of Total >=10 to Total <=0 |
Includes
the
top 180 players by pass attempts)
| 3rdLComp% |
Completion % on 3rd and long (7+
yards) |
| SitComp% |
Standardized completion % for
down and distance. Completion % by down and distance are weighted by
the national average of pass plays by down and distance. |
| Pass <=0 | Percent of pass plays that are negative or no gain |
| Pass >=10 | Percent of pass plays that gain 10 or more yards |
| Pass >=25 | Percent of pass plays that gain 25 or more yards |
| 10 to 0 | Ratio of Pass >=10 to Pass<=0 |
| %Sacks |
Ratio of sacks to pass plays |
| Bad INTs |
Interceptions on 1st or 2nd down
early before the last minute of the half |
Includes the top 240 players by carries
| YPC1stD |
Yards per carry on 1st down |
| CPCs |
Conversions (1st down/TD) per
carry in short yardage situations - the team 3 or fewer yards for a 1st
down or touchdown |
| %Team Run |
Player's carries as a percent of team's carries |
| %Team RunS |
Player's carries as a percent of team's carries in short
yardage situations |
| Run <=0 |
Percent of running plays that
are negative or no gain |
| Run >=10 |
Percent of running plays that
gain 10 or more yards |
| Run >=25 | Percent of running plays that gain 25 or more yards |
| 10 to 0 | Ratio of Run >=10 to Run <=0 |
Includes the top 300 players by targets
| Conv/T 3rd | Conversions per target on 3rd Downs |
| Conv/T PZ | Touchdowns per target inside the 10 yardline |
| %Team PZ | Percent of team's targets inside the 10 yardline |
| Rec <=0 | Percent of targets that go for negative yards or no net gain |
| Rec >=10 | Percent of targets that go for 10+ yards |
| Rec >=25 | Percent of targets that go for 25+ yards |
| 10 to 0 | Ratio of Rec>=0 to Rec<=0 |
Includes the top 300 players by targets
| xxxx | xxxx |
...
Includes players with a significant number of attempts
| NEPA | "Net Expected Points Added": (expected points after play - expected points before play)-(opponent's expected points after play - opponent's expected points before play). Uses the expected points for the current possession and the opponent's next possession based on down, distance and spot |
| NEPA/PP | Average NEPA per play |
| Max/Min | Single game high and low |
Includes players with a significant number of attempts
| NEPA | "Net Expected Points Added": (expected points after play - expected points before play)-(opponent's expected points after play - opponent's expected points before play). Uses the expected points for the current possession and the opponent's next possession based on down, distance and spot |
| NEPA/PP | Average NEPA per play |
| Max/Min | Single game high and low |
| Adjusted | Reports the per game EPA adjusted for the strength of schedule. |
I must me missing something... but admittedly I haven't spent a lot of time yet studying your website, so forgive me if this is a stupid question. For South Carolina, under Projected Results the scores seem to indicate 11 wins and a "tie" (19-19) vs Florida. But then at the bottom the Expected Record shows 10-2... ?
ReplyDeleteExpected record is calculated by adding up the win probabilities. For example, if a team has a 90% chance of winning all 12 games we would expect 10.8 wins (.9*12=10.8). Even though the team would be favored in every game there is a 75% chance they will lose at least one game. The projected win distribution chart gives you the probability of 12 wins, 11 wins, 10 wins, etc. Hope that helps.
DeleteOK, I see, that makes sense. Thanks!
ReplyDeleteIt's like looking in the cockpit of a 777. You're just glad the pilot knows what he's looking at. I'm fairly confident the Gamecocks win.
ReplyDeleteThanks . . . I think.
Delete