I don't get the math behind this but it sounds pretty cool, especially the 2nd one
3 роки тому+2
Basically it's just counting numbers starting from 1, but instead of going 1, 2, 3 ..., 9, 10, you skip numbers 2 - 9. That way you count 1, 10, 11, 100, 101, 110, 111, 1000 and so on. This is counting in binary, and that's how computers count. Every position is given it's own sound, and each sound is played if its value is one. So 1 is the first sound, 10 is the second sound without the first one, then 11 is both sounds together and so on :)
That's a pretty cool application of the Cantor Set.
I Like The 2nd One And The 3rd One! 😀
I don't get the math behind this but it sounds pretty cool, especially the 2nd one
Basically it's just counting numbers starting from 1, but instead of going 1, 2, 3 ..., 9, 10, you skip numbers 2 - 9. That way you count 1, 10, 11, 100, 101, 110, 111, 1000 and so on. This is counting in binary, and that's how computers count.
Every position is given it's own sound, and each sound is played if its value is one. So 1 is the first sound, 10 is the second sound without the first one, then 11 is both sounds together and so on :)
@ oh i see, I had a feeling something like that was going on but it couldn't exactly understand how. thanks for the explanation
Interesting
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The more the better. 😀
@@villepulkki4667 yeah i would have done more of my favorite part but there is a limit to how many words you Can have