If we even have a problem, it's par, not equipment.
^^^THIS
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If we even have a problem, it's par, not equipment.
Sure. But, more 50 footers are missed and more 38 footers are missed. Which means more 4-6 foot putts.
I think what you were trying to say is that, with smaller baskets, 38-footers would be missed as often as 50-footers are now. Implying that the excitement of a 50-footer now, would still be there, just from 38 feet.
That would look so cool on ESPN.
...not some arbitrary number on a scorecard. ...
If that number were truly arbitrary, you would be 100% correct.
If the number is thoughtfully set par, then it is a useful measure of how well they are performing during the round.
Par at most events seen on video is already appropriate enough that it makes sense to talk about things like whether there are enough holes left to get enough birdies to match the leader's under-par number. Or whether someone on the fourth card is actually making a run at the lead.
I think you slightly misunderstand what I am saying. Let's say a hole averages 3.5 strokes with roughly an even division between the number of players stroking above and below 3.5. That's either a "must get" or maybe even a "soft" par 4, or a hard par 3. The decision whether to call it one or the other is essentially arbitrary, but the history of the sport says we call it a par 3 if it's "reachable" with a drive, and a par 4 otherwise.
The tradition of making par equal to the "reasonable" or "designed" number of strokes to reach the green + 2 is essentially a historical oddity (that I assume was driven by decision to name the sport disc golf). We never call something a par 2, even if it's just 200 feet and there is only one tree to beat in a field.
That's what drives the low numbers in relation to par. If a different convention had been adopted for deciding the par, or even the use of the word "par", we might be talking about the two times McBeth shot a perfect even par. Heck, the convention could have been reversed and McBeth might have shot the hot round of the day at +18, with the next best score a +10.
So, we agree that "lots under par" is not a reason for small baskets?
I just looked at the course stats for the OTB.
Par for the course was 66, Eagle won at -32.
The average score for round 1 was 66.77 (.77 over par), Eagle was -13.
The average score for round 2 was 66.78 (.78 over par), Eagle was -10.
The average score for round 3 was 65.74 (.26 under par), Eagle was -9.
If you make shooting par a lot tougher via par adjustments/course design/smaller baskets, etc. the scores of the all players will go up significantly.
If Eagle finishes the OTB at even par then Nate Sexton finishes at +14, Kevin Jones goes +18, Garrett Gurthie +19, Philo +23, etc. For anyone who feels that a score of -32 makes the sport look bad, how does it look when other top players shoot +10, +15, +20? I'm not saying this is a bad thing.
Personally, I wouldn't mind seeing winning scores in the 10-20 under range instead of 30-40 under. I think the easiest way to increase scores is by par adjustments. Take holes that are playing .5 or more under par and reduce the par on these holes (as long as they are par 4 or 5). This concept would not work well for the OTB/Swanson Park as only hole 7 would fit the bill as a par 4 which played .35, .45 and .36 under par for the 3 rounds.
I am all for making courses more challenging, but I am totally against more artificial OB.
I think the smaller basket idea is foolish for a number of reasons.
The pars at OTB were quite good. For the two holes for which par could have been lower (#4 and #7 for MPO, #1 and #8 for FPO) both were near the edge.
When I say "could have been lower" I mean to get as low as the toughest pars I've seen. Large well-run events seem to all be asymptotically approaching these same toughest pars, with none going lower.
Oh, and...
Par is not average.
Par is not average.
Par is not average.
I think you're missing Steve's point that par is not average and also not in relation to the averages for the field on UDisc. Proper par calculations "should" be based on the scores of the pool of players whose ratings average 1000 for MPO and 930 for FPO. The UDisc field averages include scores from players below the reference skill level, making those padded scoring averages less useful for analysis.Yes, the MPO pars at the OTB were right on the money.
There were a few FPO holes (9, 16, 17) that were off by more than .6, but these played overpar.
I think you're missing Steve's point that par is not average and also not in relation to the averages for the field on UDisc. Proper par calculations "should" be based on the scores of the pool of players whose ratings average 1000 for MPO and 930 for FPO. The UDisc field averages include scores from players below the reference skill level, making those padded scoring averages less useful for analysis.
Par is the score that an expert disc golfer would be expected to make on a given hole with errorless play...
I think you're missing Steve's point that par is not average and also not in relation to the averages for the field on UDisc. Proper par calculations "should" be based on the scores of the pool of players whose ratings average 1000 for MPO and 930 for FPO. The UDisc field averages include scores from players below the reference skill level, making those padded scoring averages less useful for analysis.
That's right, Chuck. Hole 17 is a good example. Here are the scoring distributions for the field and the prototypical 930-rated player.
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There are two mistakes in saying "The field averaged 4.91, so par should be 5." The first mistake is that not all of the field are experts. It's easy to think of the donators as non-experts, but remember that the top end of the field are better than mere experts. Par is not based on "everyone who enters" nor is it based on "best in the world".
For FPO, 930 is the best analogy to 1000 for MPO. So, we look at scores of players rated around (and averaging) 930. For these players, the average was 4.67. However, rounding 4.67 to get par would be the second mistake. Par is not average, par is the score expected with errorless play.
Looking at the distribution, 930-rated players CAN get a score of 3, but not enough actually did to say that 3 would be expected. There were obviously enough 930-rated players who got 4 to say that an expert could be expected to get a 4 with errorless play.
Once that is determined, it doesn't matter what higher scores the players got by making errors. Those 6s, 7s, 8s and 9s raised the average, but they don't have anything to do with par.
(Now I must go put a dollar into the "Talked Par Out of Par Talk" jar.)
That's actually enlightening. The average score is not pertinent, more the number that make a specific score with weighting based on their rating.
I would also say that the player rating is less relevant as well.