Monday, December 30, 2013

mod/div and polar piano keyboards: multiplayer instruments for peace

Today is December 30, 2013 which is the last in the series of 7 such "uncommon" dates that occurred this year.  (the definition of an "uncommon" date:  the digits of the month / day 1 2 / 3 0 are a permutation of the elements in the set = { 0, 1, 2, 3 } of digits in the year 2013.

So in commemoration, the mod/div keyboard is hereby unveiled.  There will be more about this posted in 2014, but for now let me just point out that the purpose of this instrument is to promote kindness and good will among human beings, in rings of six players at a time.

Here is a picture of the mod/div keyboard, which features 72 keys that have been remapped so that the first six notes are six octaves of C:  e.g. C1, C2, C3, C4, C5, C6 and the next six notes are six octaves of C#/Db, and so on up to the last six notes which are six octaves of B.








The idea is to give six players a simple way to divide up 72 consecutive keys equally.  Note that in this linear arrangement, the player on the far left would be responsible for playing all of the C and C#/Db pitches, the player on his/her right would have D and D#/Eb, and so on up to the player on the right who has A#/Bb and B.

Another way to distribute the notes, and thus re-arrange the players, is to half the previous linear set up into two subgroups,




flipping half of the keys onto the opposite (high/top side)



leaving six notes on the other (low/bottom) side.











In this configuration, the same linear distribution of notes is used, with players on the "low" side having  pairs in the "white + black" alternating pattern, while players on the "high" side have pairs in the "black + white" alternating pattern.  (note how the F key has been shaded grey so it fits this pattern).

Alternatively, using the same configuration, the three players on the lower side could each have a low + high pair of notes (aka the "white keys") C + B, D + A, E + G which requires reaching across to get the second of the two note pair.  Similarly, the upper side players would cover the three high + low pairs of F + F#/Gb, G#/Ab + D#/Eb, A#/Bb + C#/Db.

Moving away from the linear arrangement to a circular one, the "polar pan piano" pictured below uses the same distribution as the first and second described above.  In this case all six octaves have been collapsed into just twelve distinct notes  C, C#/Db, D, D#/Eb, E, F, F#/Gb, G#/Ab, and A#,Bb.




Tuesday, December 3, 2013

three syncopated surfing rings

Today is December third, two thousand and thirteen.  12/03 2013 is another of the seven uncommon dates that occur this year, distinguished by the fact that the numbers for the month/day are a permutation of the four numbers {0, 1, 2, 3} in the year 2013.

To mark this special occasion, here are images of three rings of a "surfing circus" that will potentially be shown in the near future.

There are three distinct types of surfing taking place within each of the rings.

In the first ring shown below, the assumption is that there is no wind nor waves, hence stand-up paddling is the only means of locomotion.  This relies on the energy input of the surfers to produce propulsion, which ultimately is derived from a solar source, the sun.


In the second ring, the assumption is that the sun has heated the atmosphere leading to significant wind movement, thus allowing windsurfing/kitesurfing/sailboarding to take place.  



This ring uses boomwhackers (which are kind of like wind chimes), and the clear ball in between the boom stands is known as the "atmosphere".  It is probably unnecessary to point out the symbolism here, so I won't insult your intelligence by doing so. 


In the third ring, the winds have swept over the sea long enough to produce substantial ocean waves, in other words:   "surf's up"



The use of blue tarps was suggested by Silvyrene Castillo, who I'd like to thank for the idea.  In addition to colorfully contributing to the visual element in the syncopated surfing rings, the textured surfaces also add sounds that are reminiscent of swooshing waves rolling by.