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Monday, February 04, 2013
One of many interesting things here is that I don’t think the “Bard wanted to start” point has normally been hit quite so hard. When teams make a trade, do they try to make sure that the trade works for both teams?
... It is pretty much universal that you have to protect your reputation in negotiations; in other words, you can’t say things about the players you are trading that are just not true, or it will ruin your reputation and make it hard for you to trade. You can’t tell people that so-and-so is a great team leader if he’s really a turd.
But to go to the next level, that you HAVE to try to make sure the other team gets value. . .not quite. In a lot of businesses in which you make frequent transactions, you have to be sure you’re not shorting the other guy because… you get a reputation as somebody that people don’t want to trade with. We might call it “Parity Discipline.” But in baseball, you don’t make THAT MANY trades; you might make a handful of meaningful trades a year. You make a big trade with somebody; you probably don’t expect to make another trade with him for five years. It’s not a big enough number of trades to enforce Parity Discipline. If he’s dumb enough to trade you Frank Robinson for Milt Pappas, that’s his problem, not yours.
[Earl] Weaver wrote extensively about [Earl] Williams in his autobiography—Weaver thought Williams had the tools to become a catcher, but Williams just didn’t want to do it, and the situation didn’t work out… How would you go about determining how a team should proceed in this situation?
It’s a mistake generally to try to make a player do something that he doesn’t want to do…
With the Red Sox, sometimes I have an idea to help the organization, and I KNOW that it’s a good idea, but I can’t get people to buy into it. Same thing. ..you can “force” the idea forward sometimes, like putting Earl Williams at catcher, but it fails on the ground if the people who have to execute it don’t believe in it…
we had a reliever last year who wanted to start. It was a complete bust, and he had a lost season.
We regret the lost season, but do we second-guess ourselves for giving him a chance to start? I don’t. I don’t think most of us do. Many times you CAN’T give the player the chance to do what he wants to do. MOST of the time, you can’t give the player the chance to do what he wants to do… But when you CAN give a player a chance to do what he wants to do, you have to do it, because the players HAVE to buy into what you’re doing, or there is no chance that it is going to work.
Expansion, more divisions, wild-card, 2 wild-cards… Are you a fan of the growing opportunities for more teams to get a chance to win the World Series?
...If it was my choice, here’s what I’d do. I’d add two teams, break them into four leagues of eight teams, and four teams would make the playoffs—period. I think Wild Cards and small divisions, generally, cheapen the championship, and make the contest less interesting.
It’s NOT about the best team winning. The best team doesn’t win, most of the time, no matter how you run it. If you put all 30 teams into one league and said that the only champion was the team that had the best record in the regular season, I doubt that the best team would win any more often. It’s not about that… It’s about making THIS game important—the June 16 game between Atlanta and Seattle, let us say—it’s about making THIS game important because you have to win these games to earn the championship.
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I so wish this example had the names Mike Napoli and Vernon Wells in there instead.
I find this statement puzzling. He clearly means "best" in the sense of true talent, but it seems pretty obvious that the team with the best record is going to be the best true-talent team more often than the winner of an eight- or ten-team single-elimination tournament.
"Come watch the MS Excel World Series, where 30 spreadsheets duke it out for supremacy! Follow the riveting action as we take a weighted, age-adjusted average of each player's last three and current seasons and project team WAR totals!"
(The MS Excel World Series recently supplanted the Pythagenpat World Series.)
I was a big fan of Javier with the A's and Giants in the '90s. He did a lot of things well, and though he was never a star, he was a guy you were happy to have in the lineup. I thought of him as a "regular" with the Giants, but I see that he never started more than 103 games in a season for them.
Any thought about James's statement here? Is he overlooking someone obvious?
Details woud be interesting. Maybe he'll write a book.
Maybe that 3-man rotation he suggested a few days ago. I get the feeling that he's more of a wild ideas guy than a hard boiled analyst at this point. I'd be more interest to see what he'd do as a consultant with a team more likely to implement some of his more off the wall suggestions, like the Rockies.
Gary Roenicke doesn't compare to Javier in terms of defense or base-running, but he had a 117 career OPS+ over 1064 games, yet never had more than 477 plate appearances in a season.
His buddy John Lowenstein had a 108 OPS+ over 1368 games and could run the bases a bit (128 career SB -- though he was also caught 78 times). He might be disqualified under the "never a regular" condition, though, as he was pretty "regular" (132 games started) in 1974.
Also depends on how you classify someone like Oquendo
In 1991 started...35 at 2B, 33 at 3B, 20 in LF, 17 in RF, 17 at DH, 10 at SS, and 6 in CF
In 1992 started...50 at 2B, 34 at DH, 29 in RF, 19 in CF, 14 in LF, 12 at 3B, and had 4 innings at SS
Over those 2 years he had a 120 OPS+ (279/380/412), played 305 games, scored 201 runs (led the league in 92). Talk about the ultimate team player - here was someone who could've been saying 'give me a steady position' but instead thrived while being shuffled all over the place. His next 3 years were also all over a 120 OPS+ covering age 32-36. Sparky Anderson loved having him on the team I'm sure.
Sixto Lezcano maybe. He got a lot of starts in 2-3 seasons but otherwise not. Bake McBride was kinda similar. Another Weaver-ite, Rettenmund, had only one season over 400 PA, a 123 OPS+ and 19 WAR. Manny Mota is famous as a PH but also got 40-60 starts most seasons and put up a 112 OPS+ with 16 WAR. But I'm not sure any of them beat Javier who really did last forever for a bench OF.
But you can't quote Abbott's anomalous Win Loss record to make that point when the subject is the team's anomalous win loss record.
That's begging the question
I suspect your answer to this question will be tinged by what teams you followed. If there was some brilliant nonregular for the 1949 St Louis Browns, I'm probably not going to know his name. Or for the 2012 Arizona Diamondbacks, for that matter.
On those terms, I see his point but it's really a point about team construction not performance. Some years the best-constructed team gets some injuries and bad luck and comes in third. Whether you want to call that the best team though depends on what you're asking.
Russ Branyan - almost 200 HR, only once reached 400 PAs.
Cliff Johnson - 125 OPS+, only once reached 400 PAs.
Other good part-timers: John Wockenfuss, Greg Colbrunn, Dave Hansen, Glenallen Hill, Dave Magadan, Jerry Hairston Jr.
Besides, Bill's facts seem wrong. I've read Rickey was named for Ricky Nelson, not Branch Rickey, right? Nelson is his middle name.
I wonder how James defines "a regular"... but Tony Phillips definitely seems to be the super-est of all the subs.
john vander wal
but bernie carbo has to be up there
I now this is supposed to be Bard, but my first thought when reading this was that it referred to Aceves.
Since it may be of interest: From an old study of mine. Career platoon splits.
vs Left vs RightBats BA OBP SLG OPS BA OBP SLG OPS diff OA
Right .280 .354 .457 .811 .260 .325 .411 .736 .075 .761
Left .273 .342 .404 .746 .296 .377 .472 .849 .103 .814
Both .259 .325 .368 .693 .258 .331 .370 .701 .008 .698
Diff is OPS on the better side - OPS on the weaker side
OA is overall OPS
Looks like the switch-hitters at least avoided platoon splits. Not really. It's just that the mix of switch hitters who hit better against left and right respectively is such that as a group they
produce broadly the same numbers versus left and right.
Here's how they break down at the career level
OPS diff Both Left Right176 or more 12% 14% 3%
126 to 175 8% 27% 13%
76 to 125 17% 24% 29%
26 to 75 34% 27% 41%
25 to -25 29% 8% 12%
-26 to -75 2%
-76 or more 1%
EDIT: To be clear, by definition there are no switch hitters with a reverse platoon split. Only 29% of switch-hitters have an OPS differenc eof 25 points or less between their strong and weak side.
The second he suggested that instead of running the bases after games, little boys be allowed to shower with the coaches, he'd probably be gone.
I did have to give my feline son a shower once after he knocked over some paint and got it all over his fur. I was fully clothed though, more than that, I had battle armor and thick gloves on. He still had all his claws at that point.
I was a young boy 35 years ago, and I never saw, or even heard of adult males showering with boys.
It's still somewhat common at community pools and YMCAs, probably those with older showering facilities. It happens primarily by accident, as a young boy enters the communal facility when an older man is there, or vice versa. These are places with wide-open bathrooms, with other pool users and staff members regularly walking through the facility. Frequently, one or more of the individuals is in full bathing suit.
It was never common for a lone male to be showering with a young boy at 9 p.m. in an otherwise locked-up university athletic facility. That wasn't common ever, except maybe ancient Greece.
Classifying Jose as an outfielder at all is wrong, even if that's where he played the most games. He played wherever someone got hurt, but, in the absence of Herr, Smith and Oberkfell/Pendelton, his primary position would have been shortstop, then 2B, then 3B. Herr, Smith and Oberkfell didn't get hurt all that much, and I think that Whitey made one of his few mistakes playing Pendelton ahead of Oquendo. - Brock Hanke
I've always though it impossible to create a system that will produce a consensus "best team" ever time. Sometimes there will be a "best team", and sometimes (most of the time?) that team may win the championship. But as long as your system produces a team that everyone can agree deserved to win the championship, it should work. That's why college football's system has always seemed lacking, especially in comparison to college basketball. The best team may not win the NCAA basketball tournament, but no one ever says they didn't deserve to win the championship.
I think he's factoring in not just teams' luck during the season but also the luck/chance involved in players getting injured, having unexpectedly better or worse seasons than you'd expect, etc. That at least fits with his effort to knock down the Mariners or to separate them from the late 90s Yankees, whom he thinks would have been great 98 times out of 100 (or something) if you played the season over and over in APBA.
On those terms, I see his point but it's really a point about team construction not performance. Some years the best-constructed team gets some injuries and bad luck and comes in third. Whether you want to call that the best team though depends on what you're asking.
There is also expected spread. If one team is, "true-talent" 10 games better than the 2nd place team, they'll usually win. But if it's only one or two games then, even over 162 games, the 2nd place team is going to tie or finish a game ahead a lot of the time. I think a lot of us who favor "best record" wins fail to acknowledge that there isn't a whole lot of difference between a 99-63 team and a 97-65 team.
What I think you get with fewer divisions and wild-cards is a much reduced chance of an 85 or 88 win team beating a 99 or 102 win team over a short series. I mean, if a 98-64 team beats a 101-61 team in the world series, I don't know how many of us get upset about it. It's when the 86 win wild card wins that the current system looks wonky. With a regular season only championship, you don't have that problem. You also don't have that problem with no interleague. If a 90 win AL team beats a 100 win NL team in the World Series, with no interleague one simply concludes the AL was a tougher league, even though the World Series doesn't prove that.
Yes, this is the key here. After hours. An empty locker room. Nobody else there. The kid's parents not there. And not a locker room like the YMCA that was open to the general public or to people with a membership.
And what is the point, exactly? That when McQueary went to Paterno with an eye witness account of child sex abuse Paterno would have been justified in thinking, "Pshaw, showering with a boy was actually quite common in the town I grew up in. That was quite common in America 30 years ago.”
Oh, sure.
Is there video of this? I remember trying to bathe the dog in the bathtub. He didn't care for it and shook water all over me, my wife and the bathroom. All subsequent baths were given in the driveway using the hose (in warm weather). Surprisingly he didn't really object to this, he would stand there placidly while we shampooed him and then rinsed him off with the garden hose.
we have multiple house dogs and the wife bathes them down in the basement in the winter. she sings silly songs to them the whole time and they just stand there with sad expressions on their face. but they stand there.
i handle the bathings when it's skunk related.
Sorry, but no. It was in 2001 or 2002. Before every phone had a video feature or Youtube. Besides, I would have needed at least 7 hands to properly handle him. Having only 2 I could not have held a camera. I was single back then so I didn't have anyone else to hold a camera.
The cat is still around, active, trim, and in good health. He learned his lesson and I've never had to bathe him since.
Javier also contributed everywhere according to WAR. +50 on the bases is very impressive in 5800 PA. +13 on Rdp, + 37 in the field, essentially 0 dWAR which is roughly an average defensive CF. That really is a great bench player.
I think he's factoring in not just teams' luck during the season but also the luck/chance involved in players getting injured, having unexpectedly better or worse seasons than you'd expect, etc.
That's all true but you don't even need that. Even if God tells you a team is a "true 600 WP" team, the sampling variation (i.e. randomness) on that is quite large in a 162 sample -- one SD is about 6.5 wins. Obviously two teams' records aren't fully independent if they play each other but, quick and dirty assuming they are, the SD on the difference in victories between two teams is 9. So even if the true difference is 5 wins (pretty big gap between best and 2nd best team), the lesser team would still win more games about 25-30% of the time.
In the grand scheme of things, 162 is still a quite small sample. You'll notice that political polls tend to shoot for around 1000 respondents ... that's because that's where the 95% confidence interval (+/- two SDs) is +/- 3 percentage points. At a sample size of 162, that 95% confidence interval is about +/- 8 percentage points or +/- 13 wins. A 162 season isn't anywhere near long enough to determine the best team with much accuracy.
(Again, those numbers assume each team's record is independent of other teams' records which is not true. Technically it is also assuming they played the same schedule and their chances of winning each individual game were constant. But controlling for those things isn't going to make much difference. Just look at some of the pre-season standings simulations for an idea of the variation when those things are taken into account.)
1. Put both lids of the toilet up and add the required amount of pet
shampoo to the water in the bowl.
2. Pick up the cat and soothe him while you carry him towards the
bathroom.
3. In one smooth movement, put the cat in the toilet and close both
lids.
You may need to stand on the lid.
4.The cat will self agitate and make ample suds. Never mind the
noises that come from the toilet, the cat is actually enjoying this.
5. Flush the toilet three or four times. This provides a
"power-wash" and "rinse."
6. Have someone open the door to the outside. Be sure that there are
no people between the toilet and the outside door.
7. Stand behind the toilet as far as you can, and quickly lift both
lids.
8. The cat will rocket out of the toilet, and run outside where he
will dry himself off.
9. Both the commode and the cat will be sparkling clean!
DISCLAIMER: In no way do I advocate the cleansing of felines in toilets.
I played HS baseball, and no one ever showered in the gym. We all just went home. I mean we were going home anyway, why change out of your uni at school?
I played on a couple high school teams, and of course took gym every year. Our school had showers, but I don't recall ever seeing a person use them.
same
I'm having a little bit of a hard time buying this, but its possible that I'm not smart enough and/or educated enough on this topic. But it sounds like you're saying that we can't tell if an 81-81 team is a .500 team, or a really lucky 68 win team, or a really unlucky 94 win team? That doesn't sound right, but I'm willing to be educated :)
This was (& of course still is) a very small, very poor town; I suspect that for some of those kids, this was the only hot shower they were going to get. Hell, it was for me, too; we had a bathtub, but no shower.
I play tennis now at a club in NYC. I'm not a member, but have access to the facilities. (FYI, the locker room doesn't even have a door.) Sometimes -- always before 7pm or 8pm and never late at night -- there are kids in the locker room with their father or with their father milling about in the lounge outside waiting for the kid. The kids are never alone per se, and never use the showers. The men use the showers, but the kids don't.
Funny, but I bet at least a dozen Primates read this with one hand under the desk.
Showers were a mandatory part of our gym class from 7th grade through high school. That was back in the day when there was (occasional) vigorous exercise, and we also had a swimming pool. And the YMCA had just a bank of showers used by all the males of whatever age were present. Of course, as noted above, the fact that was common doesn't mean the Penn State shower scene wouldn't have raised suspicions.
Henderson was a travelin' man who made a lot of stops all over the world.
And, along with everyone else, it was always a group. Adults may be around and maybe infrequently showering, but no kid was ever alone with an adult in the shower.
I don't know, but we all did it. Even with gym in the morning, we just got dressed and went back to class.
The logistics alone made showering impractical. There were no towels or supplies provided, so you'd have to schlep your own towel, soap, shampoo. And then, what do yo do with all the wet towels afterwards? Really don't want to leave them in your locker all day.
And most of the time, the top teams are tightly bunched at the top of the standings. Over the past decade, only three teams have led MLB in wins by more than three: The 2004 Cardinals, the 2009 Yankees, and the 2011 Phillies.
That's just silly. How else am I supposed to keep up to speed on all the new showering techniques?
That's what the internet is for -- as I constantly have to remind my boss whenever he shows up at my desk unannounced.
You'd have to have an extreme definition of "regular" to say that Stan Javier was never one in his career.
Eh, we all get thrown off by the strike years. Outside of that ... Javier did indeed qualify for the batting title twice ... with 504 and 510 PAs. One of those was 95 and you could add 94 when he would have hit 600+ but, like I said, we often forget that the totals in those years will be low.
Given 502 PA is a pretty low threshold for "qualified", requiring only about 2/3 of a season, I wouldn't hold that strict a guideline for a statement like the one James made, especially since Javier barely cleared it. (The strike year objections, especially 94, are legit.)
It's the binomial distribution if you want to go searching further. There's an excel function =binomdist if you want to play around with it.
Remove baseball and make it coin flipping and assume that it's a fair coin tossed in a fair way (50% probability of heads on every flip).
You are going to toss this coin 162 times. You expect to get 81 heads. But, of course, you usually won't get exactly 81 heads -- that's the randomness. About 2.5% of the time, you will toss 68 or fewer heads; about 2.5% of the time you will toss 94 or more heads. The "95% confidence interval" is the bit in-between. About 2/3 of the outcomes (assuming you had an infinite number of sets of 162 flips) will be within one standard deviation which is about 6.5 heads, so 2/3 of the time our 500 team should finish with roughly 75-87 wins.
It gets more complicated in trying to determine how likely it is that one set of flips (with say a 55% chance of being heads) will be beaten by a set of flips from a 50% coin. That requires a "joint" confidence interval but I just guesstimated. Also, the sets of flips aren't completely independent -- i.e. when the Yanks beat the Red Sox, the Red Sox lose to the Yanks. The standard deviation on the difference probably is less than 9 wins but not by much I'd guess.
Anyway, the binomial is pretty easy to figure out:
p = probability of "success" (heads, win)
n = number of trial (flips, games)
expected successes (or average over an infinite number of sets of n flips) = p*n
variance of the number of successes = p*(1-p)*n
The standard deviation (SD) is the square root of that variance and an approximate 95% confidence interval is:
p*n +/- 2*SD
If you want to do it in terms of proportions, there are related formulas or just take the SD and divide it by n.
So for p=.5 and n=162
expected = 81 wins
variance = .5*.5*162 = .25*162 = 40.8 (the unit here is technically wins-squared which is useless)
SD = 6.4 wins
A nice thing about the binomial in baseball. See the p*(1-p) part. That reaches its maximum a .5 -- i.e. .25 -- but note its value when p=.6 (or .4) ... then it's .24 which is nearly identical to .25. So for any reasonable range of "true" team winning percentages, the variance and SD are going to be essentially the same.
Now, the assumptions. The binomial distribution assumes that the probability is constant with each flip. It also assumes that the outcome of one flip has no effect on the outcome of the next flip. The first certainly does not hold (today you're facing Verlander, tomorrow you're facing Volstad or just home/road). The second may not hold (i.e. yesterday's win created momentum). But that first one isn't going to matter very much -- as long as the p of any game is in the range of about .3 to .7 (see the equal variance statement above)* and as long as the overall mean probability is p, the standard formula will provide an excellent approximation. Similarly, unless there is a strong relationship between yesterday's outcome and today's, adjusting for that lack of independence is not going to matter very much.
What does potentially matter is injuries. Let's say Miguel Cabrera probably adds a true 5 wins above an average player but that otherwise the Tigers are a true 500 team. So we expect them to win 86 games coming into the season (p=.530) and he's healthy for the first half of the year. Then he gets hurt and they have to replace him with a replacement level player. Now they've lost his 5 wins above average plus his 2 wins to get to average and are now a "true 79 win (.490 WP)" team for the second half. Now, obviously, any projection that assumed they'd be a p=.530 team for the whole season is likely to overestimate their number of wins. In replaying the season, you would simulate them as a true .51 team.
The binomial is probably a better approximation to something like OBP than team records because the independence assumption, both within a batter's PAs and between batters, is probably quite close to being true (esp if you controlled for pitcher). So a "true 350 OBP" hitter in 600 PA:
expected times on base = .35 * 600 = 210
variance = (.35)(.65)600 = 136.5
SD = 11.7
expressed in OBP terms, the 95% confidence interval is 311 to 389. That's all purely due to randomness, nothing to do with injuries, PEDs, being in the best/worst shape of his life. That's strictly God rolling dice with the universe.
This is why one season of 600 PAs is not enough to base accurate projections on. Well, if 600 PA is not enough to do accurate projections, wouldn't 162 be even less accurate?
If you didn't understand any of the previous, then think of it in those terms. You know it's a "given" in baseball analysis that last year really doesn't tell you too much about this year because of "small sample size". Well, that small sample size is 600. 162 is a lot smaller than 600. That's the point I was trying to make about election polls. 1000 respondents gets you +/- 3 percentage points. 162 respondents obviously gets you nowhere close to that level of accuracy but even 3 percentage points is still 5 wins in a 162 season.
So, alas, to say with 95% confidence that a team is truly better than a 500 team, you need about 94 wins. Now, there's no law that says you need 95% confidence. For 80% confidence, you might only need 8-9 wins.
* In terms of single games. a true 600 team vs a true 400 team is probably something like a 70% chance of victory for the true 600 team -- who would have about a 50% chance against the other top teams in the league. A true 600 team at home against a 400 team might even get to 75-80%. But even when the occasional game is greater than .7, that won't have too much impact on the variance across the whole season.
So my philosophy is, accept that. Live with it, love it. Stop feeling betrayed when an 88-win team beats a 95-win team in a short series to win a pennant. It's just a game, after all; they play them for the fun of seeing who will win.
This also helps explain my bewilderment at people who tell me that the current BCS system is ideal because it clearly identifies the two strongest college football teams, as if two given 12-0 and 11-1 teams from a pack of ten or twelve 12-0, 11-1, and 10-2 teams have miraculously distinguished themselves thanks to the power of mathematical analysis. I'm for more meaningful football games! If they are not definitive either (no single game can be), they become meaningful by virtue of having meaning assigned to them: i.e., this game is for the right to play in a national semifinal, rather than the right to have your name inscribed on the Meineke Car Care Trophy.
Man, am I glad I didn't go to your school, unless all you did in gym was sit around and analyze baseball statistics. What's the point in having showers if nobody uses them?
I played HS baseball, and no one ever showered in the gym. We all just went home. I mean we were going home anyway, why change out of your uni at school?
You wore your uniforms home? What about after an away game? Did the team bus just drop you off at home as if it were the end of the school day? Or did your transportation to games consist of 25 players, 25 cars?
And if these showers weren't used after practice, after games, or after gym classes, then who did use them? The faculty skank? The resident Sanduskys? Anyone else?
Well, I do know of at least two people who lost their virginity in the gym shower. So, they had some use.
And, yeah, where I lived it was 25 players, 25 cars (or, rather, 11 players, 10 cars, as we only had 11 players and two were brothers). Actually, make it 9 cars as I lived a block from the field.
If He's rolling them independently, which He likely isn't. However, I'm not sure if the dependence on outcomes in baseball should be negative or positive.
Case for positive dependence (which means actual variance is actually higher than you've calculated): You tend to see clusters of lineups in a season, teams play series against other teams in close temporal sequence, hitters typically have at bats against the same starting pitcher / pitchers are seeing the same batters multiple times through the lineup.
Case for negative dependence (which means the actual variance is lower than you've calculated): Team strategy in adjusting to hot / cold streaks, teams swapping out players for better players, teams trying to improve during the season. The negative dependence would force the observed winning percentage to cluster more tightly around the true ability of the team.
And of course all of this assumes that a team has constant ability over the course of the season, which is likely to be not true (which would mean the variance is even bigger than you would expect). In other words, trying to use the data from baseball for anything but prediction is hard, e.g. trying to estimate the true ability of a team or player. It's much easier (although not necessarily easy) to simply try to predict what they'll do next year than estimating their true ability in a given season, because in some sense you don't care what their true ability is if you're interested in prediction (and you can readily evaluate the performance of your model).
i have worked to be restrained because i want to think that james has some basis for this contention but as someone who did manual labor from age 5 on up including working on threshing crews as a lad of 12-16 i don't have a d8mn clue what the h8ll he is using as reference
i lived in the midwest (and still do). group showering is and has been a very foreign concept save perhaps in the depression or lice outbreak (or similar)
Yeah, this. I was on the swim team all through school, and the coach would sometimes shower in the same communal shower that we used after practice. No big deal. Swimming has, as you would expect, the sort of culture where nobody really thinks much about being half-naked around lots of other people - it's just the way things work.
It's the specific circumstances (after hours, locked, nobody else there, etc.) that make Sandusky's shower hinky, not the mere fact that he was showering with a kid.
Just to be clear, that was the case in my school, too. Their biggest form of physical exertion was to shout "200 BURPEES, HERSH!" at the top of their lungs, which mostly seemed to be an exercise of the veins in their necks.
The bus dropped us off at the HS, where we either had our cars parked, or someone came to pick us up. We had to wash our own unis, so no reason not to wear them home.
I was driving a '79 Chevy Nova, so wasn't concerned about getting sweat on my lovely vinyl seats.
Don't ask me, I didn't put them there. I went to HS in the mid-90's and as far as I know this was universal. Every gym had a locker room and showers, no one knew anyone who had ever used them - not after practice, definitely not after games, and certainly not after gym class. I'd guess the ones at my school didn't even work. Swim team was probably different, but they swam at the pool, not at school.
Lucky. My high school gym teachers were either
A) the current captain of a World Championship lacrosse team
or
B) Insane long-distance runners
Every class started with a few miles of running. After that they more or less ignored us. The gym was divided in two and half of us played floor hockey the other half basketball. Come to think of it, I very rarely saw the teacher after the run.
I suspect the same. Never in my life would I have thought that trends in group showering among adolescent males would be interesting...but the fact that the experiences related in this thread seem to suggest a generational shift in (to use the dreaded term) cultural norms, I find at least mildly interesting. (Perhaps a 0.5 out of 10 on the fascination scale)
Also, unless the school is providing towel service, nobody wants middle/high school students dealing with their own damp towels. I'm picturing rows of lockers encased in mildew.
And the baseball team generally showered together after home games and then went our separate ways. Probably at least half of the guys walked home afterwards, but the school washed your uni, so it wouldn't make a huge amount of sense to walk home (or be driven home) still wearing it.
I believe that the coaches would also often take showers along with the team, because between hitting fungos before the game and getting worked up like raving lunatics during the game, by the end they were pretty sweaty also. But nobody thought much about it.
We didn't all grow up on communes, you filthy hippie.
Never, ever saw a teacher in there while we were in there. That would've been weird.
Definitely haven't seen that before. Those who have to walk from shower to bedroom (meaning: the kids, since we have a master bath w/shower) either get dressed in the bathroom prior to exit or wrap up in a towel. Was the same when I was growing up.
More fascinating stuff! In that this is something I imagine rarely gets talked about outside of a family. We're really narrowing down here, from school ethnography to family ethnography.
If it's any consolation smileyy my family sounds the same as yours.
The only time I ever showered around adults was after bike rides like the MS 150, when the destination school would often open up a locker room. As there were 20-30 people present at any given time, this was more akin to showering in the proximity of adults than showering with them, and could not possibly be mistaken for anything else.
However, I'm getting some strange looks here in the office so perhaps I'd better put my clothes back on...
Maybe that's who Bill James used to shower with in the days of yore; Spock was from New England, it seems to me, but if he was living in the Fayetteville area, that's not too terribly far from Kansas.
It is, however, a long way to walk naked.
I see no reason why anyone besides your wife or girlfriend, and your doctor ever needs to see you naked.
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