Background:
The LOPB event had SVB and Ruslan Chinakhov attempting high runs in 14.1
Bob Jewett had done the stats for John Schmidt's attempts to beat 526, and he posted that Schmidt was running 50 balls about half the time, and running 100 balls about a quarter of the time. When SVB started playing, it turned out that he had stats in the same ballpark.
I found that interesting, and Bob chimed in later with more 'expectations' regarding high runs based on ball sinking averages. A number of commentators also found the 'numbers game' to be interesting so I looked at it some more.
My calculations produce numbers similar to Bob's, so maybe I know what I'm doing here. Bob, if you see something out of whack, please speak up!!
Caveats:
Note that we're dealing with pretty small numbers of runs here, so the variability in the numbers is LARGE! Also, to make even 20 or 30 attempts takes a lot of time, and adds fatigue into the mix, so you'd expect the BPI to fluctuate a lot during the day and between days. For Ruslan, we only have one days data (and 10 attempts). For SVB, we have five days of data, and the number of attempts varied from 14/day to 25/day, and his BPI fluctuated from 63 to 89 between days. So these are rough calculations and you wouldn't want to bet the mortgage.
What we see:
* Schmidts BPI is calculated from the odds of someone getting 50% and 25% runs as observed by Bob Jewett.
**Shane had an actual BPI of 70, but with only 93 attempts, the distribution of the runs was clearly skewed.
Can I run 500 balls?
Following Bob Jewett's take on this, how many attempts would it take before I was 'even money' to run 500 balls?
If SVB could sustain a 70 BPI average,, he's looking at about 900 attempts before he'd be even money to break 500.
If Ruslan could sustain his 127 BPI,, he would likely take about 35 attempts before he'd be even money to get a 500 ball run.
I'm very sorry, but it appears that I will not get my 500 ball run before the sun burns out.
The LOPB event had SVB and Ruslan Chinakhov attempting high runs in 14.1
Bob Jewett had done the stats for John Schmidt's attempts to beat 526, and he posted that Schmidt was running 50 balls about half the time, and running 100 balls about a quarter of the time. When SVB started playing, it turned out that he had stats in the same ballpark.
I found that interesting, and Bob chimed in later with more 'expectations' regarding high runs based on ball sinking averages. A number of commentators also found the 'numbers game' to be interesting so I looked at it some more.
My calculations produce numbers similar to Bob's, so maybe I know what I'm doing here. Bob, if you see something out of whack, please speak up!!
Caveats:
Note that we're dealing with pretty small numbers of runs here, so the variability in the numbers is LARGE! Also, to make even 20 or 30 attempts takes a lot of time, and adds fatigue into the mix, so you'd expect the BPI to fluctuate a lot during the day and between days. For Ruslan, we only have one days data (and 10 attempts). For SVB, we have five days of data, and the number of attempts varied from 14/day to 25/day, and his BPI fluctuated from 63 to 89 between days. So these are rough calculations and you wouldn't want to bet the mortgage.
What we see:
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* Schmidts BPI is calculated from the odds of someone getting 50% and 25% runs as observed by Bob Jewett.
**Shane had an actual BPI of 70, but with only 93 attempts, the distribution of the runs was clearly skewed.
- SVB had more 'under 50' ball runs than would be expected. (48)
- - SVB's actual runs were closer to what would be expected with someone shooting 60 BPI.
- At 60 BPI and 100 attempts, you would expect to run about twenty-five 100's, five 200's, and one 300.
- In his 93 attempts, SVB ran nineteen 100's, five 200's, and one 300.
Can I run 500 balls?
Following Bob Jewett's take on this, how many attempts would it take before I was 'even money' to run 500 balls?
If SVB could sustain a 70 BPI average,, he's looking at about 900 attempts before he'd be even money to break 500.
If Ruslan could sustain his 127 BPI,, he would likely take about 35 attempts before he'd be even money to get a 500 ball run.
|
I'm very sorry, but it appears that I will not get my 500 ball run before the sun burns out.