arnyk wrote: 
> As usual, a deflection. The question was for reliable reports of cases
> where asych made an improvement. Furthermore most of those kinds of
> problems happen on PCs with other discernable and correctible software
> and hardware problems. Making them go away without hardware upgrades or
> asynch DACs is a common topic of discussion which often leads to
> success. 
> 
> 
> 
> Still no examples, just an unsupported assertion.
> 
> 
> 
> The Regen home page and some blog entries paint a picture that can be
> reasonably translated into "panacea". I think there is actually one Blog
> article that admits that there are some problems it can't help, but even
> then it quibbles.
> 
> 
> 
> I agree with his numerical results and then see that most of his charts
> are labelled in parts per Billion, not dB. Quick conversion chart
> Thousand: = -60 dB, Million: = -120 dB  Billion = -180 db.  
> 
> I know this JL guy from way back and he is very careful about his claims
> for audibility. He seems to make none in this article. If you read the
> rest of the cite, JL is a measurist on steroids. The thought of JK
> citing him can only be explained if JK didn't really know what this guy
> was saying and not saying.
> 
> Yet another case like yesterday (the upsampled ABX)  where jkeny brings
> in evidence that actually hurts his general position because he does not
> understand the data. 
> 
> Methinks understanding measurements would be a big help to him. That
> would be a life change, no? ;-)


In response, let me just quote from the linked Jim LeSurf's article
which again you obviously didn't read (a well known habit of yours,
Arny).
As you are such a bad reader I have outlined the relevant text for you 

> Looking at the vertical scales of Figures 2 and 4 you may also have
> noticed that the units are ppm (Parts Per Million). The periodic changes
> in rate are quite small. Only about 1 ppm for 44·1k and 8 ppm for 48k.
> This form of analysis isn’t directly comparable with the conventional
> J-Test, but to get some idea of the possible relative significance we
> can consider Figure 4 as an example. Here the rate jumps down about 8
> ppm for around 2 seconds at a time. Now an 8 ppm change in rate
> accumulates to
> _a_timing_error_of_16_microseconds_over_two_seconds._i.e._a_‘jitter’_over_this_period_of_16__-_million_picoseconds!_This_is_many_orders_of_magnitude__-_greater_than_the_kinds_of_values_reported_for_J-Test_measurements_on_shorter_timescales_!
> --


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