Collection VIII

U(n) Rep Sequence no. 14

Casey Mongoven

August 30, 2008

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Catalogue Entry B1033 & Files
Parameters   Sequence Values & Graph
description of sequence: number of possible representations of n as a sum using distinct elements of the Fibonacci-type sequence beginning 1,4,5,9,14,...
offset: 1
number of members used: 4558
number of channels: 2
piece length: 205.11 seconds
note value: .045 seconds
orientation: ascending
temperament: phi^5 + 1
lowest frequency: 184.55 Hz    highest frequency: 6358.8184238 Hz   
number of unique frequencies: 40
synthesis technique: wavetable with FFT resynthesis
wave: blend from wave one to wave two not using pure forms
wave one source in pure form: Sperrhake harpsichord
wave two source in pure form: Contreras guitar harmonic
dynamic: ppp to ff
simulated spatial location: right to left
delay: .001 to -.001
attack: .006 to .0052 (roll-off .0000195)
release: .0097 to .0084 (roll-off .0000317)
note: zeros rendered as silence
synthesis language used: Csound
integer frequency wave dynamic s.s.l. attack release
1 184.5500 w1*.8+w2*.2 ppp right .006000 .009700
2 201.1909 w1*.789+w2*.211 ppp right .005980 .009668
3 219.3322 w1*.773+w2*.227 ppp right .005960 .009636
4 239.1094 w1*.757+w2*.243 ppp right .005941 .009604
5 260.6699 w1*.741+w2*.259 pp right .005921 .009573
6 284.1745 w1*.725+w2*.275 pp right .005902 .009541
7 309.7985 w1*.711+w2*.289 pp middle right .005882 .009509
8 337.7330 w1*.698+w2*.302 pp middle right .005863 .009478
9 368.1863 w1*.685+w2*.315 pp middle right .005843 .009446
10 401.3857 w1*.672+w2*.328 pp middle right .005824 .009414
11 437.5786 w1*.659+w2*.341 pp middle right .005804 .009382
12 477.0351 w1*.643+w2*.357 p middle right .005785 .009351
13 520.0493 w1*.627+w2*.373 p middle right .005765 .009319
14 566.9421 w1*.61+w2*.39 p middle right .005746 .009287
15 618.0632 w1*.592+w2*.408 p middle right .005726 .009256
16 673.7940 w1*.574+w2*.426 p middle right .005707 .009224
17 734.5499 w1*.557+w2*.443 p middle .005687 .009192
18 800.7842 w1*.541+w2*.459 p middle .005668 .009160
19 872.9909 w1*.525+w2*.475 mp middle .005648 .009129
20 951.7085 w1*.509+w2*.491 mp middle .005629 .009097
21 1037.524 w1*.493+w2*.507 mp middle .005609 .009065
22 1131.077 w1*.477+w2*.523 mp middle .005590 .009034
23 1233.067 w1*.461+w2*.539 mp middle .005570 .009002
24 1344.252 w1*.444+w2*.556 mp middle .005551 .008970
25 1465.463 w1*.428+w2*.572 mf middle .005531 .008939
26 1597.604 w1*.41+w2*.59 mf middle .005512 .008907
27 1741.660 w1*.393+w2*.607 mf middle left .005492 .008875
28 1898.705 w1*.376+w2*.624 mf middle left .005473 .008843
29 2069.911 w1*.358+w2*.642 mf middle left .005453 .008812
30 2256.555 w1*.34+w2*.66 mf middle left .005434 .008780
31 2460.029 w1*.321+w2*.679 mf middle left .005414 .008748
32 2681.849 w1*.303+w2*.697 f middle left .005395 .008717
33 2923.672 w1*.284+w2*.716 f middle left .005375 .008685
34 3187.299 w1*.265+w2*.735 f middle left .005356 .008653
35 3474.697 w1*.245+w2*.755 f middle left .005336 .008621
36 3788.011 w1*.226+w2*.774 f middle left .005317 .008590
38 4501.939 w1*.189+w2*.811 f left .005278 .008526
39 4907.879 w1*.172+w2*.828 ff left .005258 .008495
40 5350.422 w1*.155+w2*.845 ff left .005239 .008463
42 6358.818 w1*.13+w2*.87 ff left .005200 .008400