EMMONS or DAY?
Moderator: Shoshanah Marohn
- Bill Fulbright
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Thanks for pointing me to this thread. This is what I was looking for..
I didn't know it had been done in Feb/02. Next time I will search before launching!
I think I will probably stick with DAY.<FONT SIZE=1 COLOR="#8e236b"><p align=CENTER>[This message was edited by Bill Fulbright on 01 December 2002 at 07:39 PM.]</p></FONT>
I didn't know it had been done in Feb/02. Next time I will search before launching!
I think I will probably stick with DAY.<FONT SIZE=1 COLOR="#8e236b"><p align=CENTER>[This message was edited by Bill Fulbright on 01 December 2002 at 07:39 PM.]</p></FONT>
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- Whip Lashaway
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- Brad Sarno
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Was Emmons first but bought an Emmons guitar set up Day. Fell in love with the Day setup within a half-hour. Now Day all day on both my Emmonses. More natural and intuitive to me. My ankle feels smoother adding the A pedal on the right as compared to the left. Day makes the A/F combo feel much more intuitive and comforatable.
Brad Sarno
'66 Emmons, '69 Emmons, '69 Twin w/BW
Brad Sarno
'66 Emmons, '69 Emmons, '69 Twin w/BW
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Day,,,but without the "C" pedal. My 1'st pedal raises 5 a whole tone just like an Emmons set up, but lowers 9 a half and 10 a whole.
A few years ago I posted Jimmy Day's set up. Except for the "CBA" floor pedals and the C-6 pedals and the one lever on C-6, it's not what you'd expect. Jimmy's E-9 knee levers were somewhat wierd to what we
call "standard". I've still got a copy of his set up somewhere. I used to do a lot of work on Jimmy's gear. If I can find it, I'll post it again.
BB
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If you play 'em, play 'em good!
If you build 'em, build 'em good!
A few years ago I posted Jimmy Day's set up. Except for the "CBA" floor pedals and the C-6 pedals and the one lever on C-6, it's not what you'd expect. Jimmy's E-9 knee levers were somewhat wierd to what we
call "standard". I've still got a copy of his set up somewhere. I used to do a lot of work on Jimmy's gear. If I can find it, I'll post it again.
BB
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If you play 'em, play 'em good!
If you build 'em, build 'em good!
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- Henry Matthews
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- David Doggett
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Emmons setup. I rock one way as much as the other, especially on minor stuff with the BC pedals. So I can't see a clear advantage to either setup and stick with the one I learned from the beginning.<FONT SIZE=1 COLOR="#8e236b"><p align=CENTER>[This message was edited by David Doggett on 04 December 2002 at 06:09 PM.]</p></FONT>
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- John Bechtel
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Emmons. Although I saw J.D. first, he only had one pedal. When I got my first SHO-BUD(#3) I ordered the Bud Isaacs E9, which had str. #2 & #3 on pedal1. Then when the pedal was split, the 2nd. str. was on pedal #1 and the 3rd. str. was on pedal #2. So, as was stated previously, it just evolved that way and has become a seemingly natural thing. That's why J.D. way would be backward for me, and B.E. would be backward for someone else! They are both wrong, they are both right! 6 of one, 5 of the other! "Big John"http://community.webtv.net/KeoniNui/doc
So what's the running total Reggie ?
Baz
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http://www.waikiki-islanders.pwp.blueyonder.co.uk
Baz
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<SMALL>Steel players do it without fretting</SMALL>
http://www.waikiki-islanders.pwp.blueyonder.co.uk
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- David Doggett
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Using the Wilson score method for calculating confidence intervals for proportions:
Emmons: 76/127 gives 59.8% (95% confidence interval 51.1% to 68.0%)
Day: 51/127 gives 40.2% (95% CI 32.0% to 48.9%)
The difference between the proportions is 19.7% (95% CI 7.4% to 31.2%). This is a statistically significant difference at an alpha level of 0.05.
The odds of using the Emmons setup is 1.49 to 1 (95% CI 1.15:1 to 1.92:1).
Where'd you get +/- 79.9 points?
Emmons: 76/127 gives 59.8% (95% confidence interval 51.1% to 68.0%)
Day: 51/127 gives 40.2% (95% CI 32.0% to 48.9%)
The difference between the proportions is 19.7% (95% CI 7.4% to 31.2%). This is a statistically significant difference at an alpha level of 0.05.
The odds of using the Emmons setup is 1.49 to 1 (95% CI 1.15:1 to 1.92:1).
Where'd you get +/- 79.9 points?
- Mike Perlowin
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David,
In statistics, a 95% confidence interval means that, if constructed based on 100(1-alpha)% which gives you the right tail cutoff and subsequently the left tail cutoff, that the true mean will be contained in the 95%.
The margin of error associated with a certain confidence interval is the right tail cutoff times the population divided by the square root of the sample size. What this means is that for a certain confidence interval, the margin of error tells you how well an estimate is made.
The factors affecting the size of the margin of error are the sample size, the population, and the values inbetween the two cutoffs. When the sample size is larger, the margin of error decreases. When the population has more variation, the margin of error increases. When the values between the two cutoffs is larger, the margin of error increases. All three of these determine the size of the margin of error associated with a particular confidence interval.
Since there are over 3,000 members on this forum and thousands of other steel players, this sample is probably not represetative of the actual percentage of players in each category. Now, then...........<FONT SIZE=1 COLOR="#8e236b"><p align=CENTER>[This message was edited by Reggie Duncan on 07 December 2002 at 11:28 AM.]</p></FONT>
In statistics, a 95% confidence interval means that, if constructed based on 100(1-alpha)% which gives you the right tail cutoff and subsequently the left tail cutoff, that the true mean will be contained in the 95%.
The margin of error associated with a certain confidence interval is the right tail cutoff times the population divided by the square root of the sample size. What this means is that for a certain confidence interval, the margin of error tells you how well an estimate is made.
The factors affecting the size of the margin of error are the sample size, the population, and the values inbetween the two cutoffs. When the sample size is larger, the margin of error decreases. When the population has more variation, the margin of error increases. When the values between the two cutoffs is larger, the margin of error increases. All three of these determine the size of the margin of error associated with a particular confidence interval.
Since there are over 3,000 members on this forum and thousands of other steel players, this sample is probably not represetative of the actual percentage of players in each category. Now, then...........<FONT SIZE=1 COLOR="#8e236b"><p align=CENTER>[This message was edited by Reggie Duncan on 07 December 2002 at 11:28 AM.]</p></FONT>
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According to my calculation it could be argued that you can be 80% confident that 59.2% of the forum players play Emmons and 40.2% play Day, and that the stated proportion is within 5% of the true proportion. The way I have it, you would need a total of 274 responses in order to be 90% confident of the total.
This assumes that Day players are no more or less likely to post in this survey that are Emmons players.
E= 0.05 z(inf)/2 = 1.282 (two tail 80% confidence t value)
p =0.5 q=0.5 (worst case)
This assumes that Day players are no more or less likely to post in this survey that are Emmons players.
E= 0.05 z(inf)/2 = 1.282 (two tail 80% confidence t value)
p =0.5 q=0.5 (worst case)