@@JustSomeGuywithEpicGrasses Well....ok you and Jethro and Rhett and Beau and Colton and Ezra and Cade and Silas and Ty and Waymon and Boone and Jasper and Emmett will just have to cut us all some slack. 😁
I love this Elise! 1 1/2 years ago I wanted to learn the ukulele and that's how I eventually found your channel! Since then I've taught my husband how to play uke and we can jam together! Thank you so much❤️
@@jctoad That is just a coinkydink in this case. We are not factorizing the Riemann Zeta function as an infinite product indexed by the prime numbers here.
@@jctoad The ratio of frequencies is 2^(1/12) to the power of the number nof semitones (which are the number of frets between tones on something a guitar). And to have a nice sound, we need for [2^(1/12)]^n (which becomes 2^(n/12)) to approximately simplify to a nice fraction. For example, 2^(7/12) is approximately 3/2, so this sounds nice. 2^(5/12) is about 4/3, so this also sounds nice. And 2^(6/12)=sqrt(2), which is totally not a fraction because of math, but for some reason this also sounds nice (hmm, diminished seventh chords sounds nice even though their ratios are completely irrational). Since we want the fractions 5/12,7/12 to be reduced, the numbers 5,12 must be relatively prime to each other and 7,12 must also be relatively prime to each other; this makes it more likely for 5,7 to appear in the fraction. So it may be a coinkydink, but it is a reasonable coinkydink. Now ask me about the relationship between music and the largest levels of infinity. I mean, it is not possible for the largest levels of infinity to be musical? Do the largest levels of infinity even exist? Can they produce music even if they don't exist?
Thank you for this. I did this in front of my crush and we ended up dating, getting married, and having 2 beautiful children. I can’t thank you enough for this. 😊
I'm in my late 70s. I picked up a Uke somewhere along the line but never played it. Tuned the thing up with an Ubertuner and played it your way today. Thanks, Elise.
