Zeckendorf
Representations no. 1
Casey Mongoven
February 19, 2005
description of
sequence: A Zeckendorf representation
is a number written as a sum of non-consecutive Fibonacci numbers.
number of
members in sequence used: 233
orientation:
ascending
temperament: φ3
+ 1
lowest pitch:
58.7 Hertz
highest pitch:
604.0932886 Hertz
length: 147.256
seconds
note value:
.632 seconds
waveform: saw 0°
pan: mono
dynamic value: fff
throughout
attack: .005
seconds
release: .008
seconds
pitches used:
digit pitch in
Hertz
1
58.70000000
2
72.42719028
3
89.68561944
4
110.8575222
5
137.0274333
6
169.3752223
7
209.3592885
8
258.7823123
9
319.8725294
10
395.3841905
11
488.7217367
12
604.0932886
sequence
values:
1
10
100
101
1000
1001
1010
10000
10001
10010
10100
10101
100000
100001
100010
100100
100101
101000
101001
101010
1000000
1000001
1000010
1000100
1000101
1001000
1001001
1001010
1010000
1010001
1010010
1010100
1010101
10000000
10000001
10000010
10000100
10000101
10001000
10001001
10001010
10010000
10010001
10010010
10010100
10010101
10100000
10100001
10100010
10100100
10100101
10101000
10101001
10101010
100000000
100000001
100000010
100000100
100000101
100001000
100001001
100001010
100010000
100010001
100010010
100010100
100010101
100100000
100100001
100100010
100100100
100100101
100101000
100101001
100101010
101000000
101000001
101000010
101000100
101000101
101001000
101001001
101001010
101010000
101010001
101010010
101010100
101010101
1000000000
1000000001
1000000010
1000000100
1000000101
1000001000
1000001001
1000001010
1000010000
1000010001
1000010010
1000010100
1000010101
1000100000
1000100001
1000100010
1000100100
1000100101
1000101000
1000101001
1000101010
1001000000
1001000001
1001000010
1001000100
1001000101
1001001000
1001001001
1001001010
1001010000
1001010001
1001010010
1001010100
1001010101
1010000000
1010000001
1010000010
1010000100
1010000101
1010001000
1010001001
1010001010
1010010000
1010010001
1010010010
1010010100
1010010101
1010100000
1010100001
1010100010
1010100100
1010100101
1010101000
1010101001
1010101010
10000000000
10000000001
10000000010
10000000100
10000000101
10000001000
10000001001
10000001010
10000010000
10000010001
10000010010
10000010100
10000010101
10000100000
10000100001
10000100010
10000100100
10000100101
10000101000
10000101001
10000101010
10001000000
10001000001
10001000010
10001000100
10001000101
10001001000
10001001001
10001001010
10001010000
10001010001
10001010010
10001010100
10001010101
10010000000
10010000001
10010000010
10010000100
10010000101
10010001000
10010001001
10010001010
10010010000
10010010001
10010010010
10010010100
10010010101
10010100000
10010100001
10010100010
10010100100
10010100101
10010101000
10010101001
10010101010
10100000000
10100000001
10100000010
10100000100
10100000101
10100001000
10100001001
10100001010
10100010000
10100010001
10100010010
10100010100
10100010101
10100100000
10100100001
10100100010
10100100100
10100100101
10100101000
10100101001
10100101010
10101000000
10101000001
10101000010
10101000100
10101000101
10101001000
10101001001
10101001010
10101010000
10101010001
10101010010
10101010100
10101010101
100000000000
graph:
letzte Partitur
nächste Partitur
Verzeichniseintrag zu diesem Werk