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Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg329175#msg329175
« Reply #12 on: May 07, 2011, 10:57:51 pm »
Video was sped up, not audio.  It is, however, illustrative of the speed of a nerd's brain.

Offline Dm

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Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg329181#msg329181
« Reply #13 on: May 07, 2011, 11:04:23 pm »
I think I'm in love.

Anyway, very fun video. I would enjoy it more if the speed was, you know, normal. Or maybe it is normal? Well, I'll assume it isn't. No one can draw circles or elephants THAT fast.
That kinda implies it was the video. I noticed the audio wasn't altered. I was honestly talking about the video xD

Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg329339#msg329339
« Reply #14 on: May 08, 2011, 05:23:58 am »
Oh gosh, I just watched half her channel in one sitting.  Besides other doodling, she makes hyperbolic planes out of balloons, dances pi in binary with her hand, and even gets into MUSIC for a little while (I bet she'd be very interested in my post, that's way more interesting than making a song out of pi... at least to me).  I am in love.

Seriously, she's brilliant, passionate about both math and music, she's confident, and pretty.  Whatever dude ends up with her better treat her right, or I will find out where he lives and defenestrate his music-organ with a slide rule!  8)

Offline Demagog

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Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg329347#msg329347
« Reply #15 on: May 08, 2011, 05:45:18 am »
If an infinite amount of monkeys shot an infinite amount of shotguns at an infinite amount of road signs, they would instantaneously write every book that could possibly be written in braille.

Just thought I'd point that out.

Unfortunately there is something wrong with my internet connection, so watching more than 30 seconds of something is impossible.

Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg329367#msg329367
« Reply #16 on: May 08, 2011, 07:03:18 am »
I've taken one of Vi's challenges and begun hashing out the mechanics behind writing a piece of music based on pi - I decided to take a stab at the first 16 digits, which gives me a nice multiple of 4 to work with (useful in a common time piece).  However, in her video, she used whole steps, which is certainly interesting enough to write a piece of music on... instead of whole steps, I decided to use half steps.

What I've got so far is quite an odd chord progression based on a very chromatic melody.  "592" outlines a Neapolitan chord, so that was a no-brainer; the rest had a ton of flexibility.  It switches a lot between major and minor chords - going straight from tonic to major submediant, which could also technically be called a secondary dominant of supertonic.  Then the Neapolitan, and I started out just going from the minor Neapolitan to the parallel major, but dominant 7th of the leading-tone proved to be a little more interesting, and led naturally into subdominant 7th followed by supertonic 13th... if you're not completely lost by now, maybe it will help that my melodic rhythm is straight quarter notes and my harmonic rhythm is straight half notes.

The ending can go a number of ways... supertonic 13th branches naturally into either borrowed major submediant or dominant of submediant, and each of those has a fairly good progression into fully diminished leading tone OR dominant 7th of submediant.  Not a traditional cadence, but I'm still making decisions, and I may use several of these at different points in the piece depending on context.  Hopefully I'll be able to write some interesting development, pi sets the bar pretty darn nosebleed-high in terms of chromaticism!

I guess stay tuned... maybe.  Not sure if I'll finish this or not, but I plan to experiment more tomorrow.

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Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg330261#msg330261
« Reply #17 on: May 09, 2011, 11:59:45 pm »
Oh wow, I haven't really studied music before (despite appreciating and respecting it greatly) but after reading your post regarding octaves, johannhowitzer, I think I want to learn more than the little I do know.  Things that show strong patterns or consistencies have always drawn my interest.  Like the noble gases and outer valence electron stability.  Utterly fascinating stuff, and equally fascinating that it all eventually boils down to math. (Interestingly enough, for both music and atomic structure, 8 is highly significant.)

I also keep wondering if you could do something similar to the musical pi, but with fractal formulas.

Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg330360#msg330360
« Reply #18 on: May 10, 2011, 03:29:02 am »
I'm sure you could.

By the way, 8 is only the number of diatonic steps in an octave... which is very Western and isn't really fundamental to math except how our Western ears are used to hearing it.  Much more significant is the 12 semitones or 24 quarter-tones in an octave.

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Re: Fun with math: infinite elephants https://elementscommunity.org/forum/index.php?topic=25813.msg330388#msg330388
« Reply #19 on: May 10, 2011, 04:39:09 am »
Snakes! Sorry, I just had to put that in there :)

 

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