Комментарии:
Well , this is absolutly insane.
ОтветитьVery cool! This is actually a polymeter though, as they all are on the same tempo.
ОтветитьSounds like the opening of a Tool song
ОтветитьWatching the first few minutes of him explaining the sieve method and me thinking "this could make a great programming problem for sorting algorithms"
ОтветитьThis is a polymeter
ОтветитьI wish I could hear it, because you won't stop talking
ОтветитьGood video!
What if instead you gave each prime a position in a key or scale?
Ainulindalë
ОтветитьDid you ever try a regression analysis on prime numbers?
ОтветитьWhen I was little my grandparents had a Hammond drawbar organ on which one could set a level for the first through somethingth harmonics (and also two "subharmonics") for each of the two manuals (keyboards) and I once pulled out 2, 3, 5, and 7 all the way, with the others turned off, very bespoke timbre, apparently doing with waveforms what you're doing here with rhythmic motifs.
ОтветитьPucci would have a fucking field day with this
Ответитьquadruple primes joined the chat:
5 7, 11 13
11 13, 17 19
101 103, 107 109
191 193, 197 199
...
I never understood why people do not consider 1 as prime.
It's dividable only by itself and (of course) by 1.
Therefore, it MUST be a prime number!
1111111
ОтветитьWhst software did you use to map the multiples of primes? I dont care about the sounds just the visual representation. Also i see that it was scewed and compressed i assume so that it could fit better on the video
ОтветитьWhen a musician is also a math hobbyist, you get masterpiece like this
Ответитьyou gave me 18 beats at 100bpm, but only 3 at 15. you set me up to fail
Ответитьhere's a solution to the notes falling off the piano
multiply their pitches by 2 so for example the note below c0 or bb-1 would become bb0
and if their pitches still are off the piano, multiply them by 4 etc etc
you could even autotune the notes to make it sound actually nice
"A PRIME NUMBER!"
-Two January 10 2021
mermorising, my eyesw wont focus now so if this comment has a typo i blame YOU, narc evanstein
ОтветитьThis is the rhythm of the primes, of the primes, hooo yeaaahhh !!
This is the rhythm of my life !
At the end of "The Rhythm of The Primes" is the sound of the birth of the universe. Infinitely long sound waves.
Ответить😊
ОтветитьWhen I go to the home, I want these rhythmic cacaphonys to be playing continuously until I gently melt into the next world
Ответитьi think that the sieve of eratothenes only need multiples of 2,3,5,7 except itself to work
Ответитьhearing the little refrains of the occasional twin primes.... muah
Ответитьstraordinario :Grazie
ОтветитьThis video might be the best video i've seen in my entire life. Beautiful.
Ответитьthe pentatonic scale one sounds like its from Untitled Goose Game
Ответить3, 5, and 7 are ðe only case of what im calling 4-triplet primes (3 primes next to eachoðer), where ðe 1st and 3rd are a difference of 4. why? its because of ðe mod 6 rule. because one of ðe 3 will be divisible by 3, ðe only way it could happen is if one of ðem is 3 itself, and in ðat case, it must be ðe smallest, since 1 is a unit.
ОтветитьPentonic Scale + Prime Mapping with reverse harmonics = HEAVENLY MUSIC
ОтветитьMaybe someone could make boss music with this.
ОтветитьThe transition of pentatonic to octatonic is just... perfect
ОтветитьFrom the title I thought this would be a parody of Corona's Rhythm of the Night. Actually turned out really interesting regardless.
ОтветитьTomas Haake: Finally a worthy opponent.
Ответить✨❤️✨
Ответить🥹
ОтветитьI'd personally kept a pulse on each beat in background and overlay just the primes as an accent or a note / chord. All the other ones are unnecessary and hide the chain of prime events.
Ответитьso basically the infinite polyrhythm is using just intonation's evil twin
ОтветитьThe show Prime Suspect missed a chance at brilliance. They should have used a prime polyrhythmic cycle to create their opening them song. 😂
ОтветитьSeems like a fun way to make some music, so I might try it out some time! Great video :)
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