Collection VI

Lucas Transform A no. 9

Casey Mongoven

March 30, 2008

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Catalogue Entry B833 & Files
Parameters   Sequence Values & Graph
description of sequence: define a(1)=1, then if L(n)<k<=L(n+1) a(k)=L(n+1)-a(k-L(n)) where L(n) is the Lucas sequence
offset: 1
number of members used: 1364
number of channels: 2
piece length: 77.748 seconds
note value: .057 seconds
orientation: ascending
temperament: phi^14 + 1
lowest frequency: 69.404 Hz    highest frequency: 348.8519481 Hz   
number of unique frequencies: 987
synthesis technique: stretched samples
wave source: Sperrhake harpsichord, D5 (A = 415 Hz)
dynamic: ppp to f
simulated spatial location: left to right
delay: -.002 to .002
attack: .0055
release: .0089
synthesis language used: Csound
comment: combination artificial/natural attack
integer frequency dynamic s.s.l.
1 69.40400 ppp left
2 69.48633 ppp left
3 69.56876 ppp left
5 69.73391 ppp left
6 69.81663 ppp left
8 69.98236 ppp left
9 70.06538 ppp left
10 70.14849 ppp left
12 70.31502 ppp left
13 70.39843 ppp left
15 70.56555 ppp left
16 70.64926 ppp left
17 70.73306 ppp left
19 70.90098 ppp left
20 70.98508 ppp left
21 71.06929 ppp left
23 71.23800 ppp left
24 71.32250 ppp left
26 71.49181 ppp left
27 71.57662 ppp left
28 71.66153 ppp left
30 71.83164 ppp left
31 71.91685 ppp left
32 72.00217 ppp left
34 72.17309 ppp left
35 72.25870 ppp left
37 72.43024 ppp left
38 72.51616 ppp left
39 72.60218 ppp left
41 72.77453 ppp left
42 72.86086 ppp left
44 73.03382 ppp left
45 73.12046 ppp left
46 73.20720 ppp left
48 73.38098 ppp left
49 73.46803 ppp left
50 73.55518 ppp left
52 73.72979 ppp left
53 73.81725 ppp left
55 73.99249 ppp left
56 74.08026 ppp left
57 74.16814 ppp left
59 74.34420 ppp left
60 74.43239 ppp left
61 74.52069 ppp left
63 74.69759 ppp left
64 74.78620 ppp left
66 74.96374 ppp left
67 75.05266 ppp left
68 75.14169 ppp left
70 75.32007 ppp left
71 75.40942 ppp left
73 75.58843 ppp left
74 75.67810 ppp left
75 75.76787 ppp left
77 75.94774 ppp left
78 76.03783 ppp left
79 76.12803 ppp left
81 76.30875 ppp left
82 76.39927 ppp left
84 76.58063 ppp left
85 76.67147 ppp left
86 76.76242 ppp left
88 76.94465 ppp left
89 77.03592 ppp left
91 77.21880 ppp left
92 77.31040 ppp left
93 77.40211 ppp left
95 77.58585 ppp left
96 77.67789 ppp left
97 77.77003 ppp left
99 77.95465 ppp left
100 78.04712 ppp left
102 78.23240 ppp left
103 78.32520 ppp left
104 78.41811 ppp left
106 78.60427 ppp left
107 78.69751 ppp left
108 78.79087 ppp left
110 78.97791 ppp left
111 79.07160 ppp left
113 79.25930 ppp left
114 79.35332 ppp left
115 79.44746 ppp left
117 79.63605 ppp left
118 79.73052 ppp left
120 79.91979 ppp left
121 80.01460 ppp left
122 80.10951 ppp left
124 80.29969 ppp left
125 80.39494 ppp left
126 80.49031 ppp left
128 80.68138 ppp left
129 80.77709 ppp left
131 80.96885 ppp left
132 81.06490 ppp left
133 81.16106 ppp left
135 81.35373 ppp left
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172 85.00172 pp middle left
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