Collection VII

Fibonacci Entry Points Primes no. 8

Casey Mongoven

May 7, 2008

 << Previous Work   Next Work >>

 

Catalogue Entry B888 & Files
Parameters   Sequence Values & Graph
description of sequence: a(n) = smallest m such that the n-th prime divides f(m), where f(m) is the Fibonacci sequence
offset: 1
number of members used: 89
number of channels: 1
piece length: 4.45 seconds
note value: .05 seconds
orientation: descending
temperament: phi^12 + 1
lowest frequency: 98.589875 Hz    highest frequency: 387 Hz   
number of unique frequencies: 81
synthesis technique: stretched samples
wave source: sung vocalic r (IPA ɚ)
dynamic: p to f
simulated spatial location: middle
attack: .0055 to .0063 (roll-off -.0000018)
release: .0089 to .0102 (roll-off -.0000029)
synthesis language used: Csound
dedication: to Richard Dawkins
integer frequency dynamic attack release
3 387.0000 p .005500 .008900
4 385.8018 p .005501 .008902
5 384.6074 p .005503 .008905
7 382.2296 p .005507 .008911
8 381.0462 p .005509 .008914
9 379.8665 p .005510 .008917
10 378.6904 p .005512 .008920
11 377.5180 p .005514 .008923
13 375.1840 p .005518 .008929
14 374.0224 p .005519 .008932
15 372.8645 p .005521 .008935
16 371.7101 p .005523 .008938
18 369.4120 p .005527 .008944
19 368.2683 p .005529 .008947
20 367.1281 p .005530 .008950
21 365.9915 p .005532 .008953
22 364.8584 p .005534 .008956
24 362.6027 p .005538 .008961
27 359.2453 p .005543 .008970
28 358.1330 p .005545 .008973
30 355.9189 p .005548 .008979
36 349.3583 p .005559 .008997
37 348.2767 p .005561 .009000
42 342.9186 p .005570 .009014
44 340.7986 p .005574 .009020
46 338.6916 p .005578 .009026
49 335.5556 p .005583 .009035
50 334.5167 p .005585 .009038
58 326.3206 p .005599 .009062
59 325.3103 p .005601 .009065
67 317.3398 p .005616 .009088
68 316.3573 p .005617 .009091
69 315.3778 p .005619 .009094
70 314.4014 p .005621 .009097
78 306.6982 mp .005636 .009121
79 305.7486 mp .005637 .009124
84 301.0449 mp .005646 .009138
87 298.2574 mp .005652 .009147
88 297.3340 mp .005654 .009150
90 295.4957 mp .005657 .009156
97 289.1509 mp .005670 .009177
99 287.3633 mp .005674 .009182
100 286.4736 mp .005675 .009185
104 282.9423 mp .005683 .009197
110 277.7269 mp .005694 .009215
114 274.3035 mp .005701 .009227
116 272.6076 mp .005704 .009233
120 269.2473 mp .005712 .009244
128 262.6504 mp .005726 .009268
129 261.8372 mp .005728 .009271
130 261.0266 mp .005730 .009274
139 253.8427 mp .005746 .009300
147 247.6232 mp .005761 .009324
157 240.0627 mp .005779 .009353
159 238.5786 mp .005782 .009359
164 234.9082 mp .005792 .009374
168 232.0125 mp .005799 .009386
169 231.2942 mp .005801 .009389
174 227.7359 mp .005810 .009404
178 224.9287 mp .005817 .009415
187 218.7383 mp .005833 .009442
190 216.7130 mp .005839 .009451
199 210.7487 mp .005855 .009477
204 207.5064 mp .005864 .009492
217 199.3081 mp .005888 .009530
224 195.0286 mf .005900 .009551
228 192.6246 mf .005908 .009563
229 192.0282 mf .005909 .009566
238 186.7433 mf .005926 .009592
250 179.9223 mf .005948 .009628
270 169.1032 mf .005984 .009687
284 161.9193 mf .006009 .009728
310 149.3775 mf .006056 .009804
358 128.7198 mf .006143 .009946
368 124.7897 mf .006162 .009975
378 120.9796 f .006180 .010005
384 118.7496 f .006191 .010023
418 106.8675 f .006252 .010123
430 102.9640 f .006274 .010158
438 100.4413 f .006289 .010182
444 98.58987 f .006300 .010200