
The FQOTD (fun question of the day) on my mind for this day is: does catcher framing matter in OOTP? You might find this odd, because I believe it to be a universal truth among OOTP GMs that framing does, indeed matter. I’m not going to argue with that at all here. What I’m doing here, though, is a fun exercise with OOTP game log numbers to see exactly how it matters—or more specifically, if framing actually seems to influence OOTP umpires.
I got the idea the other day as I was fiddling with pitcher balls and strikes, that using the game logs I could compare catchers similarly. In reality, this is a “well duh,” but you can say that about a lot of the silly studies I do with my game log data—there are soooo many things I can now study that I just never thought to study before. But now questions come up, and I think “hmmm…I wonder what the granular data says about that?”
So I go look.
Here is just the latest effort.
First, my supposition:
Given the above I went through the logs and made a pivot table to break this data out by individual catcher. In this case, I split them also by team. So, a guy like Rhys Atticus, who has been traded in mid-season, will appear twice. I then added in each catcher’s current Framing Rating (note, this could have changed during the season, but it is what it is right now. Once this was done, I sorted the collection, and plotted the data.I proposed to myself that a catcher who was good at framing would have a better Called Strike to Ball ratio than one who did not, or in other words, would get more strikes called on pitches in which that batter did not swing. My view on this is that the umpire only calls and strikes on those pitches, hence these are the only places catchers can steal, or give away, strikes.
Much fun, right.
I’ll put the entire table below, but for now, let’s do a few things. First, here are”
The Top Ten Framers (by CS/(CS+B))
Catcher | Team | FRM | %CS |
---|---|---|---|
J. Hernandez | Charm City Jimmies | 10 | 33.45% |
P. Jimenez | Bikini Krill | 10 | 32.03% |
C. Marcillas | Twin Cities River Monsters | 10 | 32.00% |
R. Watson | Calgary Pioneers | 9 | 32.00% |
J. Smith | Cape Fear Swamp Foxes | 8 | 31.87% |
J. Behnke | Montreal Blazers | 8 | 31.54% |
A. Uecker | Portland Lumberjacks | 11 | 31.46% |
R. Fernandez | Charlotte Flyers | 8 | 31.44% |
A. Beaman | Louisville Sluggers | 8 | 31.38% |
M. Cantu | Nashville Bluebirds | 9 | 31.30% |
Well, now, that’s interesting. The three at the top are “10” framers, and Portland’s Alan Uecker at “11” is in the mix. It’s interesting that there are four “8s” in the mix, too. How much of this is simply catching guys with greater Stuff? To do this really wellwould need a controlled environment and carful matching of pitchers and catchers, but that’s not what I’m doing here because that’s no fun. What’s fun is to see Cape Fear’s Jose Smith and his “8” framing sitting at #5 on the list and asking ourselves if that’s due to sample size or CPF pitching, or what. Perhaps their opponents simply take more good pitches … who knows?
Regardless, I’m happy to see Bikini’s Pedro Jimenez on the list.
Next, I looked at …
Yellow Springs’ Augusto Annis and Vancouver’s Rhys Atticus
These are the guys who have been with two teams, hence have two different performances. I wondered how different their performances were. Bottom line, Atticus’s time in Long Beach and Vancouver are similar (ish), whereas Annis has been night and day different. Annis, while in San Fernando, was horrible this year, but has been quite solid in Yellow Springs.
Is that related to pitchers and control? Probably. Or maybe. Or maybe it’s due to ballpark effects, too. Perhaps the “Average” BP Factor is not all about BABIP. I don’t know.
Here are their lines:
Catcher | Team | Balls | Called Strikes | Total | FRM | %CS | 2 Teams |
---|---|---|---|---|---|---|---|
A. Annis | Yellow Springs Nine | 1470 | 660 | 2130 | 10 | 30.99% | << |
R. Atticus | Long Beach Surfers | 2744 | 1174 | 3918 | 10 | 29.96% | <<< |
R. Atticus | Vancouver Mounties | 544 | 226 | 770 | 10 | 29.35% | <<< |
A. Annis | San Fernando Bears | 614 | 218 | 832 | 10 | 26.20% | << |
And, Finally ...
Finally, I took all the catchers and plotted their Framing Rating against their Called Strike %, which shows that there is, indeed, a trendline up associated with the Framing rating, but the fact is that the other aspects of the game engine that affect such metrics as balls and strikes seem to add a lot of noise into the conversation.
There’s also the question of: How much, in real effect, is an extra strike or two worth in OOTP? Which is a question that makes a difference in real baseball, but may or may not make a difference in the sim. Unless maybe it affects pitch count?
I don’t know. I’m making stuff up there.
Regardless, the chart is interesting to look at:
One assumes that as sample size increased or as other elements were controlled for, some of the noise would go away. But as with all things baseball (and OOTP), stats are created in a very messy mishmash, and this data shows that by my ginned-up metric, in practical applications in “real life” OOTP games even a “7” in some situations can outperform a “10” in others.
Summary
Like I said, this is mostly for fun. I have no idea what any of it really means, and to be fair I’m assuming that this information is back-calculated by OOTP to some degree—meaning that the game is most likely creating data based on ratings, but also based on the fact that it almost certainly already knows the base outcome of the plate appearance before it gets around to this aspect of the game.
Full and open disclosure, though, I could 100% be wrong about that. Feel free to dig deeper and come up with hypothesis of your own. My ears are open.
For your full Silly BBA Goodness of the Day pleasure, however, here’s the full table of data.
Catcher | Team | Balls | Called Strikes | Total | FRM | %CS | 2 Teams |
---|---|---|---|---|---|---|---|
J. Hernandez | Charm City Jimmies | 736 | 370 | 1106 | 10 | 33.45% | |
P. Jimenez | Bikini Krill | 1993 | 939 | 2932 | 10 | 32.03% | |
C. Marcillas | Twin Cities River Monsters | 136 | 64 | 200 | 10 | 32.00% | |
R. Watson | Calgary Pioneers | 1781 | 838 | 2619 | 9 | 32.00% | |
J. Smith | Cape Fear Swamp Foxes | 746 | 349 | 1095 | 8 | 31.87% | |
J. Behnke | Montreal Blazers | 547 | 252 | 799 | 8 | 31.54% | |
A. Uecker | Portland Lumberjacks | 2479 | 1138 | 3617 | 11 | 31.46% | |
R. Fernández | Charlotte Flyers | 809 | 371 | 1180 | 8 | 31.44% | |
A. Beaman | Louisville Sluggers | 879 | 402 | 1281 | 8 | 31.38% | |
M. Cantu | Nashville Bluebirds | 316 | 144 | 460 | 9 | 31.30% | |
H. Cerda | Nashville Bluebirds | 718 | 326 | 1044 | 10 | 31.23% | |
T. Pitzer | Des Moines Kernels | 491 | 221 | 712 | 7 | 31.04% | |
D. Quintana | New Orleans Crawdads | 3213 | 1445 | 4658 | 9 | 31.02% | |
A. Diaz | Rosenblatt Bombers | 1002 | 450 | 1452 | 7 | 30.99% | |
A. Annis | Yellow Springs Nine | 1470 | 660 | 2130 | 10 | 30.99% | << |
L. Stewart | Charlotte Flyers | 3134 | 1405 | 4539 | 8 | 30.95% | |
M. Matsunaga | Des Moines Kernels | 2925 | 1306 | 4231 | 8 | 30.87% | |
A. Kakakhel | Atlantic City Gamblers | 2280 | 1017 | 3297 | 8 | 30.85% | |
G. Espinoza | Long Beach Surfers | 787 | 350 | 1137 | 8 | 30.78% | |
I. Quintana | Bikini Krill | 1909 | 847 | 2756 | 7 | 30.73% | |
J. Appleton | Hawaii Tropics | 1234 | 547 | 1781 | 9 | 30.71% | |
R. Castillo | Long Beach Surfers | 502 | 222 | 724 | 9 | 30.66% | |
E. Reyes | Charm City Jimmies | 3140 | 1377 | 4517 | 8 | 30.48% | |
M. Winchester | Madison Wolves | 3261 | 1426 | 4687 | 9 | 30.42% | |
M. Matsunaga | San Fernando Bears | 247 | 108 | 355 | 8 | 30.42% | |
J. Chitwood | Calgary Pioneers | 1257 | 549 | 1806 | 6 | 30.40% | |
H. Syeda | Austin Shredders | 3313 | 1443 | 4756 | 10 | 30.34% | |
L. Gonzales | Brook Park Brownies | 3139 | 1358 | 4497 | 8 | 30.20% | |
T. Lopez | Phoenix Talons | 3082 | 1333 | 4415 | 8 | 30.19% | |
C. Roman | Twin Cities River Monsters | 296 | 128 | 424 | 10 | 30.19% | |
R. Atticus | Long Beach Surfers | 2744 | 1174 | 3918 | 10 | 29.96% | <<< |
J. Kinsella | Sacramento Mad Popes | 3205 | 1370 | 4575 | 9 | 29.95% | |
B. McBearett | San Antonio Outlaws | 2774 | 1183 | 3957 | 9 | 29.90% | |
D. Lopez | Nashville Bluebirds | 3078 | 1312 | 4390 | 9 | 29.89% | |
League | 132003 | 56103 | 188106 | 29.83% | |||
W. McMullin | Sacramento Mad Popes | 910 | 386 | 1296 | 8 | 29.78% | |
R. DeVille | Mexico City Aztecs | 3234 | 1370 | 4604 | 6 | 29.76% | |
D. Olds | Chicago Black Sox | 857 | 362 | 1219 | 8 | 29.70% | |
C. Morgan | Las Vegas Hustlers | 3223 | 1361 | 4584 | 5 | 29.69% | |
S. Butler | Cape Fear Swamp Foxes | 3313 | 1396 | 4709 | 9 | 29.65% | |
A. bin Zaim | Cobble Hill Robins | 1328 | 564 | 1892 | 7 | 29.62% | |
J. Chávez | Yellow Springs Nine | 1846 | 772 | 2618 | 9 | 29.49% | |
M. Trujillo | San Fernando Bears | 2458 | 1026 | 3484 | 7 | 29.45% | |
S. Wadden | San Antonio Outlaws | 1230 | 513 | 1743 | 8 | 29.43% | |
M. Córdova | Vancouver Mounties | 828 | 345 | 1173 | 7 | 29.41% | |
R. Atticus | Vancouver Mounties | 544 | 226 | 770 | 10 | 29.35% | <<< |
R. O'Donnell | Jacksonville Zombies | 2552 | 1059 | 3611 | 7 | 29.33% | |
M. Goater | Vancouver Mounties | 2642 | 1096 | 3738 | 6 | 29.32% | |
B. Russel | Valencia Stars | 2390 | 991 | 3381 | 7 | 29.31% | |
A. Rumbold | Las Vegas Hustlers | 838 | 347 | 1185 | 5 | 29.28% | |
Q. Kahil | Montreal Blazers | 2366 | 978 | 3344 | 8 | 29.25% | |
Ã. Lüfi | Calgary Pioneers | 901 | 371 | 1272 | 9 | 29.17% | |
F. bin Mubarak | Portland Lumberjacks | 1348 | 559 | 1907 | 6 | 29.14% | |
B. Helwich | Valencia Stars | 2020 | 830 | 2850 | 8 | 29.12% | |
T. Otani | Boise Spuds | 3298 | 1355 | 4653 | 8 | 29.12% | |
M. Echevarria | Chicago Black Sox | 3419 | 1404 | 4823 | 5 | 29.11% | |
P. Rodriguez | San Fernando Bears | 911 | 373 | 1284 | 7 | 29.05% | |
M. Malone | Twin Cities River Monsters | 1677 | 686 | 2363 | 5 | 29.03% | |
U. bin Saleh | Boise Spuds | 907 | 372 | 1279 | 5 | 29.02% | |
P. Trevino | Montreal Blazers | 968 | 395 | 1363 | 9 | 28.98% | |
E. Henderson | Rosenblatt Bombers | 2998 | 1221 | 4219 | 7 | 28.94% | |
J. Webber | Portland Lumberjacks | 199 | 81 | 280 | 8 | 28.93% | |
T. Trevelyan | Phoenix Talons | 960 | 390 | 1350 | 7 | 28.89% | |
E. Medine | Cobble Hill Robins | 2999 | 1218 | 4217 | 10 | 28.88% | |
H. Piñeiro | Jacksonville Zombies | 1560 | 633 | 2193 | 7 | 28.86% | |
D. Sekulic | Mexico City Aztecs | 789 | 318 | 1107 | 8 | 28.73% | |
R. Romo | Atlantic City Gamblers | 1902 | 766 | 2668 | 5 | 28.71% | |
D. Armstrong | Louisville Sluggers | 3357 | 1347 | 4704 | 6 | 28.64% | |
A. Medina | Hawaii Tropics | 3092 | 1240 | 4332 | 6 | 28.62% | |
T. Tatlock | Twin Cities River Monsters | 2111 | 843 | 2954 | 8 | 28.54% | |
A. Abiola | New Orleans Crawdads | 902 | 359 | 1261 | 6 | 28.47% | |
E. Paz | Madison Wolves | 943 | 374 | 1317 | 7 | 28.40% | |
R. Martìnez | Brook Park Brownies | 1195 | 473 | 1668 | 7 | 28.36% | |
D. Davidson | Des Moines Kernels | 712 | 280 | 992 | 5 | 28.23% | |
Ã. Gutierrez | Austin Shredders | 904 | 358 | 1262 | 6 | 28.01% | |
C. Durdle | Yellow Springs Nine | 784 | 294 | 1078 | 7 | 27.27% | |
A. Annis | San Fernando Bears | 614 | 218 | 832 | 10 | 26.20% | << |
D. van Horn | Las Vegas Hustlers | 148 | 47 | 195 | 7 | 24.10% |