Half-Speed Masters - are they worth double dipping?


I have pretty much read all that being said online, what is your personal experiences with half-speed mastered records. I see a growing trend in lot of re-issues now being sold with half-speed mastering.

The two records I am interested in are,

Ed Sheeran’s X -10 Anniversary and Police - 30th Anniversary Greatest Hits. 

One good thing is, they are reasonably priced and under $50 :-)

128x128lalitk

CDs will always beat LPs for dynamic range because they eliminate the noise floor.

CDs have a noise floor too, and most are compressed. Some are compressed more than an LP counterpart and I offered two documented examples of that earlier in this thread.

mahler123

While your logic is correct-CDs have a very low 'noise floor', your premise may not be correct. 

Please consider that if a CDs 'sound ceiling' is dramatically lowered - via compression (even more than the noise floor) - the Dynamic Range will be smaller on CDs, often much smaller.  Afterall, we are discussing a Range, and not just the noise floor value.

Best,

P.S. - going full circle, many Half-Speed Mastered, uber-vinyl pressed LPs have a noise-floor that is below (my) hearing at elevated SP levels.  This could/should also be considered when comparing CDs to LPs.

Best,

I repeat, at least in Classical, I don’t know of any compression in my several thousand CD collection.  I’ve had some recordings bump up against the ceiling of the filter on a DAC, but that hasn’t been an issue for a couple of decades.

  And isn’t the RIAA curve the ultimate example of compression?

mahler123

I don’t know of any compression in my several thousand CD collection.

That's because the compression was well applied. What labels do you prefer for classical? It is the exceptionally rare commercial recording that does not have at least some compression or limiting applied.

... isn’t the RIAA curve the ultimate example of compression?

The RIAA curve is EQ, not compression. And it's complementary, so whatever is applied at the input is compensated at the output. That's not the case with compression or limiting, which deliberately alter DR.