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André Henriques
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A few years ago, Dylan Thurston programmed the following for me (he did it with Haskore).

Take a 1-dimensional aperiodic tiling (Penrose tiling?) and reproduce it in the times axis. I'll soon postHere's a link to the sound file: http://www.staff.science.uu.nl/~henri105/fibonacci.wav.
  I sounds like:

(short)(long)(short)(long)(long)(short)(long)(short)(long)(long)(short)(long)(long)...

where (short)=1 and (long)=golden number.

I then made some feeble attempts at composing something that follows that basic rythm.

A few years ago, Dylan Thurston programmed the following for me (he did it with Haskore).

Take a 1-dimensional aperiodic tiling (Penrose tiling?) and reproduce it in the times axis. I'll soon post a link to the sound file.
  I sounds like:

(short)(long)(short)(long)(long)(short)(long)(short)(long)(long)(short)(long)(long)...

where (short)=1 and (long)=golden number.

I then made some feeble attempts at composing something that follows that basic rythm.

A few years ago, Dylan Thurston programmed the following for me (he did it with Haskore).

Take a 1-dimensional aperiodic tiling (Penrose tiling?) and reproduce it in the times axis. Here's a link to the sound file: http://www.staff.science.uu.nl/~henri105/fibonacci.wav. I sounds like:

(short)(long)(short)(long)(long)(short)(long)(short)(long)(long)(short)(long)(long)...

where (short)=1 and (long)=golden number.

I then made some feeble attempts at composing something that follows that basic rythm.

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Source Link
André Henriques
  • 43.2k
  • 5
  • 130
  • 264

A few years ago, Dylan Thurston programmed the following for me (he did it with Haskore).

Take a 1-dimensional aperiodic tiling (Penrose tiling?) and reproduce it in the times axis. I'll soon post a link to the sound file.
I sounds like:

(short)(long)(short)(long)(long)(short)(long)(short)(long)(long)(short)(long)(long)...

where (short)=1 and (long)=golden number.

I then made some feeble attempts at composing something that follows that basic rythm.