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Lovely. 🥰

This one is the best display to understand better the voices on every finger

Sos un absoluto genio, tan creativa forma de expresarlo y pensar que tuviste que diseñarlo todo, un trabajo gigante que logras desde tu humildad

thank you so much

11:00

5:24 Finally, the violin ticking can blend in with the melodies!

Amazing! Both.

The visuals are breathtaking. So nice to be back on your channel, it’s been a while.

How beutiful

As always, thank you

When you make these lovely videos , do you have a computer programme that places the notes on the staves , or do you have to place them individually ?🎵🦉 🎹🎵🦉💙😊🎵🎹🇬🇧

Mesmerizing, and totally delightful.😊 Thank you SO much.😊 🇬🇧🎹🎵🦉💙🎵🎹 🇬🇧

Thank you very much. Now I know how it sounds real! Amazing!

The Difficult Decision!

thank you for all the work you've done to classical music!!

beautiful.

I love Delplace's music, this one is a masterpiece... Delplace is really an inspiration to anyone who appreciates Bach

27:30

27:27

I like how the first movement has like 5 different themes, instead of just a 1st and a 2nd theme like you'd expect. At least this time Schubert didn't do anything weird like, I don't know, have the recapitulation of the finale of his 9th symohony be in E flat major instead of the home key of C major.

Janet Cardiff set up many hi - fi speakers around the space in The Great Hall, Winchester, and this played repeatedly.... You could sit in the middle, or walk round to listen to all the parts. Wonderful to hear the sublime music enveloping you.🎼💙🦉🎼😊🎼 Apparently , Tallis wrote this after Strigio's similarly complex piece in the same vein..... Gorgeous experience . 🇬🇧🎼😊🦉🎼💙📖🇬🇧

Lol I see the parallels with Gershwin's

Listened this morning on main channel, this is an interesting piece, thanks for the rarity

When this turns up in my notifications, it can't fit in the word prelude. So all I can see is " Gershwin plays his second piano" 😂😂

I love watching the bass clarinet line at 1:35

why aren’t the colours corresponding to the melodies(1a, 1b, 2, 3, 4) 0:06 Melody 1a 0:24 Melody 1b 0:52 Melody 2 1:35 Melody 2 (Again) 2:00 Melody 2 (3rd Time) 2:40 Melody 1a (Again) 3:00 Melody 1b (Again) 3:49 Melody 3 4:33 Melody 3 (Again) 5:07 Melody 3 (3rd Time) 5:24 Melody 3 (4th Time), 4 5:42 Melody 1b (4th Time), 3 (5th Time), 4 (Again) 6:04 Melody 1b (5th Time) 6:10 Melody 1b (6th Time)

WOW

14:55 omg that chord

So relaxing to hear and watch, love it…thank you!!!

Tuning: -100c: A4 = 415Hz

I want to hear Netherlands Bach Society performing with a reconstruction by Kimiko Ishizaka.

Why is there a line?

One of my favorites. Thanks for animating it!

Nice, thanks!

Whoever's idea at NBS it was to perform Contrapunctus 1 with actual human voices was a fucking genius

Thanks! This is one of my favourite Philip Glass pieces.

Tuning: 0c: A4 = 440Hz

Really enjoyed this

So beautiful...

Very memorable. I think i heard it once before, years ago, but could recall the entire piece after the first few notes

Sometimes i just cry knowing humans can be as great as bach

Tuning: -100c: A4 = 415Hz

stretchy circles

Unusual to see it like this, monochromatic. Still great, though!

Damn, that piece's finale is my ringtone I mentioned in my previous comment. A beautiful major piece, fierce and lively, ending with one of the most dissonant things I've heard in baroque music. I love the non diatonic elements of it. Thanks for the upload!

I remember this was on everybody's playlist back in 1740

Please consider doing the fugue from Enescu’s String Octet! I think it’s right up your alley

Beautiful! And the effort that went into visualizing this to such detail... I've barely any words for that, simply incredible.

This coloring method for 12-tone works is a great idea! Unique intervals within two different enough rows would actually be highlighted with different colors, instead of every 12-tone collection just being the same rainbow with harmonic coloring. It’s easier to see something new being introduced. Showing much else about row forms in the animation poses an interesting problem.

So that's what insanity looks like. :-)