CAK presents: Not Nintendo Music, Volumes 1 and 2
VOLUME 1 DOWNLOAD , TRACKLIST
A condensed history of the NES chiptune scene from 2000 to 2005, featuring original tracks from the 2A03 Archive website (final version 3.0 and the site's "incoming" section), plus FamiCompo Mini 1 and 2. (78 min, released 3-26-11)
VOLUME 2 DOWNLOAD , TRACKLIST
A selection of original tracks from FamiCompo 3-5, including the Classical edition. (74 min, released 7-20-11)
important: These compilations are not and will never be for sale. The music compositions contained herein are the protected intellectual property of their respective composers.
volume 1 tracklist
(2A03 Archive, runtime 47:10)
alex mauer - something orange
anamanaguchi - canadian moneys
anamanaguchi - cave
anamanaguchi - v spyke level 5
andrew coppess - a**raping pirates on the high seas
graa - groovy goddess
graa - i feel bad
iwamoo - original music 01
k - diary loop version
k - k demo 2
k - tranquility
maak - m-tune 01
maak - m-tune 02
naruto - n-tune 001
naruto - n-tune 004
pob dod - dungeon
pob dod - race
sliver - dirty cartridge
sliver - fat man small car
tanikugu - first ascent
zabutom - sunken cathedral
zero-spectrum - network parasite
(FamiCompo Mini 1 and 2, runtime 30:34)
193 fc-air9 - ano natsu nioi wasurenai
comagin - tiny life
donburi - wasteland
nurv cockyman - gummyman
hally - tidsjakten
rushjet1 - against overwhelming odds
maak - real blue
bun - omaenchi moeteruzo
rushjet1 - overdrive
sliver - the alien agenda
kuske-kplecraft - nimgemzebub
sisho - tegucigalpa
volume 2 tracklist
(FamiCompo Mini 3 and Classical, runtime 32:01)
k - spiral staircase
anamanaguchi - neon lights
hex125 - vineyard
sliver - funk shui
surasshu - astroglide's theme
surasshu - latex church
surasshu - slutfest inc.
dw_junon - i don't know what i'm going
madbrain - oskari travels to ur
reduz - learning and failing to fly
reduz - king of hearts
(FamiCompo Mini 4 and 5, runtime 36:20)
coda - living hollow
kata tsubasa no hito - tanabata densetsu
zabutom - zjam300
poko-chip - lsd (from chaos)
xaimus - rocketbutt
xaimus - asdf
reduz - low nebular orbit
misoka - adamant
alex mauer - epileptic connie
coda - gravy radio
warlord - sawfish
xaimus - thrasher in space
coda - silicon romance
surasshu - hot jupiter
contact me: iggyblack at msn
Monday, March 28, 2011
Wednesday, December 17, 2008
semi-comprehensive list of performable tuplets
version 1.0, written and maintained by CAK
About This List
What is a tuplet? By common definition it is a note that, when represented as a fraction, doesn't feature a power of 2 (1, 2, 4, 8, 16, etc.) as the denominator. The most common tuplet in existence is the triplet, which is three notes in the time of either two or four (3:2 or 3:4).
The following is a listing of all tuplets under the given conditions:
Have fun, and be sure to read the info below the list if you have trouble deciphering the fractions.
basic tuplets
1/ 3,5,6,7,9,10,11,12,13,14,15
2/ 3,5,7,9,11,13,15
3/ 5,7,10,11,13,14
4/ 5,7,9,11,13,15
5/ 6,7,9,11,12,13,14
6/ 7,11,13
7/ 9,10,11,12,13,15
8/ 9,11,13,15
9/ 10,11,13,14
10/ 11,13
11/ 12,13,14,15
12/ 13
13/ 14,15
14/ 15
total:64
based on groups of 16th notes
3/ 20,28,32,40,44
5/ 24,32,48,56,64,72
7/ 24,32,40,48,64,72,80,88,96,104
9/ 32,64,80,112,128
11/ 32,48,64,80,96,112,128,144,160
13/ 32,48,64,80,96,112,128,144,160,176,192
15/ 32,64,112,128,176,208,224
total:53
nested (one level)
2/ 21,25,27
3/ 22,25,26,35
4/ 21,25,27,33,35,39,45,49,55,63
5/ 18,21,22,26,27,28,33,36,39,42,44,49,52,54,63,66,77,78
6/ 35,49,55,65,77,91
7/ 18,20,22,26,27,30,33,36,39,44,45,50,52,54,55,60,65,66,75,
78,81,90,99,100,108,110
8/ 27,33,39,45,55,63,65,75,77,81,91,99,105,117,121
9/ 20,22,26,28,40,44,50,52,55,56,65,70,77,88,91,98,100,104,
110,121,130,140,143
10/ 33,39,77,91,99,117,121,143
11/24,26,28,30,36,39,42,45,52,56,60,65,70,72,75,78,84,90,91,
98,104,105,108,117,120,126,130,135,140,150,156,168,169
12/ 65,91,143,169
13/ 28,30,42,45,56,60,70,75,84,90,98,105,120,126,135,140,
150,154,165,168,180,194
14/ 45,75,135,165,195
total:177
Converting The Fractions To Ratios
tuplets based on 16th-note groups
Multiply top AND bottom of the fraction until the denominator is divisible by 16. Replace the new denominator with 16; the resultant fraction represents the 16th-note group upon which the tuplet is based. Now go back one step and divide the newer denominator by 16; the result represents the number of notes to be played in the time of the 16th-note group. An example...
tuplet: 3/28, 3/28 becomes 12/112
16th-note group: 12/16
112 / 16 = 7
tuplet interpreted as: seven notes in the time of 12/16
nested tuplets
Divide the denominator by a number between 1 and 16 (the result must always be a whole number and greater than the numerator). The resultant fraction represents the "root" tuplet, and the divisor represents the number of notes performed in the time of the root tuplet. An example...
nested tuplet: 2/25
25 / 5 = 5
root tuplet: 2/5
nested tuplet interpreted as: five notes in the time of 2/5
Additionally, some non-nested tuplets may be reinterpreted as nested tuplets in order to make performance easier...
tuplet: 2/9
9 / 3 = 3
tuplet interpreted as: three notes in the time of 2/3
About This List
What is a tuplet? By common definition it is a note that, when represented as a fraction, doesn't feature a power of 2 (1, 2, 4, 8, 16, etc.) as the denominator. The most common tuplet in existence is the triplet, which is three notes in the time of either two or four (3:2 or 3:4).
The following is a listing of all tuplets under the given conditions:
- Tuplet length is less than 15/16 of a measure and greater than 1/16 of a measure.
- One level of nested tuplets is included. A nested tuplet is basically a further subdivision of a regular tuplet. (example: three notes in the time of a 1/3 note, or three "1/9" notes) For the purpose of this list, nested tuplets with a denominator no greater than 15 are simply categorized as regular tuplets.
- Also included are tuplets generated from unconventional 16th-note groupings. (example: five notes in the time of seven 16th notes, or five "7/80" notes)
Have fun, and be sure to read the info below the list if you have trouble deciphering the fractions.
basic tuplets
1/ 3,5,6,7,9,10,11,12,13,14,15
2/ 3,5,7,9,11,13,15
3/ 5,7,10,11,13,14
4/ 5,7,9,11,13,15
5/ 6,7,9,11,12,13,14
6/ 7,11,13
7/ 9,10,11,12,13,15
8/ 9,11,13,15
9/ 10,11,13,14
10/ 11,13
11/ 12,13,14,15
12/ 13
13/ 14,15
14/ 15
total:64
based on groups of 16th notes
3/ 20,28,32,40,44
5/ 24,32,48,56,64,72
7/ 24,32,40,48,64,72,80,88,96,104
9/ 32,64,80,112,128
11/ 32,48,64,80,96,112,128,144,160
13/ 32,48,64,80,96,112,128,144,160,176,192
15/ 32,64,112,128,176,208,224
total:53
nested (one level)
2/ 21,25,27
3/ 22,25,26,35
4/ 21,25,27,33,35,39,45,49,55,63
5/ 18,21,22,26,27,28,33,36,39,42,44,49,52,54,63,66,77,78
6/ 35,49,55,65,77,91
7/ 18,20,22,26,27,30,33,36,39,44,45,50,52,54,55,60,65,66,75,
78,81,90,99,100,108,110
8/ 27,33,39,45,55,63,65,75,77,81,91,99,105,117,121
9/ 20,22,26,28,40,44,50,52,55,56,65,70,77,88,91,98,100,104,
110,121,130,140,143
10/ 33,39,77,91,99,117,121,143
11/24,26,28,30,36,39,42,45,52,56,60,65,70,72,75,78,84,90,91,
98,104,105,108,117,120,126,130,135,140,150,156,168,169
12/ 65,91,143,169
13/ 28,30,42,45,56,60,70,75,84,90,98,105,120,126,135,140,
150,154,165,168,180,194
14/ 45,75,135,165,195
total:177
Converting The Fractions To Ratios
tuplets based on 16th-note groups
Multiply top AND bottom of the fraction until the denominator is divisible by 16. Replace the new denominator with 16; the resultant fraction represents the 16th-note group upon which the tuplet is based. Now go back one step and divide the newer denominator by 16; the result represents the number of notes to be played in the time of the 16th-note group. An example...
tuplet: 3/28, 3/28 becomes 12/112
16th-note group: 12/16
112 / 16 = 7
tuplet interpreted as: seven notes in the time of 12/16
nested tuplets
Divide the denominator by a number between 1 and 16 (the result must always be a whole number and greater than the numerator). The resultant fraction represents the "root" tuplet, and the divisor represents the number of notes performed in the time of the root tuplet. An example...
nested tuplet: 2/25
25 / 5 = 5
root tuplet: 2/5
nested tuplet interpreted as: five notes in the time of 2/5
Additionally, some non-nested tuplets may be reinterpreted as nested tuplets in order to make performance easier...
tuplet: 2/9
9 / 3 = 3
tuplet interpreted as: three notes in the time of 2/3
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