>>Given all of these component and system-dependent variables, happenstances, and dependencies, it is hard to conceive of how, as a general rule, a single-manufacturer loom would necessarily stand a greater chance of being optimal than a mixed set. For that matter, it would seem likely to have less chance.<<
This may be the case, but given that very little is necessarily true in audio, that gives the claim much less interest or force. Where do we stand if we throw out the word "necessarily"?
It kinda sounds like the claim is saying: because there are so many variables and possible combinations the odds of any single set of power and signal cables working optimally in all possible systems are better for a randomly chosen set of wires than a specific loom. How could we test that?
Or, does the claim say that a loom of power and signal cables selected from the same manufacturer has less chance of working better in a specific system than a random set chosen by, say, a monkey? :)
This may be the case, but given that very little is necessarily true in audio, that gives the claim much less interest or force. Where do we stand if we throw out the word "necessarily"?
It kinda sounds like the claim is saying: because there are so many variables and possible combinations the odds of any single set of power and signal cables working optimally in all possible systems are better for a randomly chosen set of wires than a specific loom. How could we test that?
Or, does the claim say that a loom of power and signal cables selected from the same manufacturer has less chance of working better in a specific system than a random set chosen by, say, a monkey? :)