Recent content by Nee Lewman

I’d be curious on your thoughts on the Strings/Sutton - it is closer to traditional bluegrass than either of those albums.

Thematically, I’d bet Krauss is more your speed and it’s more similar to I’m With Her.

Yes. It’s also (mostly?) covers (quite a few things Doc Watson used to do) and not stuff on their albums (at least not Billy’s - I really don’t know much about Sutton). They met and got along and jammed for a like week or so and then did the show. It wasn’t even a tour. It’s also my favorite...

As of right now, my top three albums of the year are all bluegrass or bluegrass adjacent. Billy Strings/Bryan Sutton being the favorite. I think I’m With Her edges out Alison Krauss because it is just a tad more adventurous. Just need Punch Brothers to release a new album and knock it out of...

I mean the actual recomposed is four minutes shorter, not that the newer one doesn’t have the remix stuff.

I’m not doing a shoot out right now, but reading up on it. You are right about the general concept. The newer one is shorter than the original. It may be down to the difference in Hope and Urioste. May do a listening session to drive my wife mad soon though.

Maybe? I think, thought that the first sounded more like the original compositions till you got to the crazy second disc. (I listen to the newer one more often). But what do I know?

I’d say the first version is closer to the actual Vivaldi though.

Conventional wisdom is don’t use the app. 😛

What part of I agree with you was confusing?😝

Yeah, above I meant website on phone - app is garbage. I only use it to scan albums in at this point. It takes a long time to bring up my collection

Thank you and to @cul8er for the assist. Guy explained why he was upset. Still didn’t excuse the whole episode

Have you logged out and logged back in? I haven’t tried from the website in a couple weeks, but having no issues in iOS.

You’re right, but it’s not the multiplication that matters. It would be subtraction of a negative number which would be an addition. I had to write out the equation to understand: x-(x*y%)=z