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Fourier Analysis of TRAC (TRACK DATA COR)


TRAC (TRACK DATA COR) appears to have interesting cyclic behaviour every 92 weeks (104.8427*cosine), 92 weeks (98.2519*sine), and 65 weeks (74.2865*cosine).

TRAC (TRACK DATA COR) has an average price of 314.15 (topmost row, frequency = 0).



Click on the checkboxes shown on the right to see how the various frequencies contribute to the graph. Look for large magnitude coefficients (sine or cosine), as these are associated with frequencies which contribute most to the associated stock plot. If you find a large magnitude coefficient which dramatically changes the graph, look at the associated "Period" in weeks, as you may have found a significant recurring cycle for the stock of interest.

Right click on the graph above to see the menu of operations (download, full screen, etc.)

Fourier Analysis

Using data from 1/3/2000 to 7/10/2017 for TRAC (TRACK DATA COR), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0314.1477   0 
1190.1078 239.5703 (1*2π)/915915 weeks
288.14579 93.36232 (2*2π)/915458 weeks
387.30226 89.56121 (3*2π)/915305 weeks
492.33122 46.84071 (4*2π)/915229 weeks
594.83906 93.08631 (5*2π)/915183 weeks
640.5944 61.2329 (6*2π)/915153 weeks
770.03971 3.39086 (7*2π)/915131 weeks
8128.3836 17.09095 (8*2π)/915114 weeks
9130.5477 72.81651 (9*2π)/915102 weeks
10104.8427 98.25188 (10*2π)/91592 weeks
1157.09774 97.6974 (11*2π)/91583 weeks
1253.95734 62.99709 (12*2π)/91576 weeks
1364.90739 61.42173 (13*2π)/91570 weeks
1474.28647 58.77593 (14*2π)/91565 weeks
1565.73962 79.59423 (15*2π)/91561 weeks
1651.86249 73.37943 (16*2π)/91557 weeks
1749.12727 67.56004 (17*2π)/91554 weeks
1855.25175 70.06799 (18*2π)/91551 weeks
1938.87366 84.26499 (19*2π)/91548 weeks
2029.96986 65.61646 (20*2π)/91546 weeks
2134.59082 63.2116 (21*2π)/91544 weeks
2234.54643 60.75455 (22*2π)/91542 weeks
2342.03953 55.53149 (23*2π)/91540 weeks
2449.64104 64.38318 (24*2π)/91538 weeks
2543.17942 78.63592 (25*2π)/91537 weeks
2625.32435 83.73456 (26*2π)/91535 weeks
2713.99552 75.92793 (27*2π)/91534 weeks
2811.39488 69.48481 (28*2π)/91533 weeks
2910.95529 71.93083 (29*2π)/91532 weeks
30-1.17024 70.01774 (30*2π)/91531 weeks
31-2.50325 62.84445 (31*2π)/91530 weeks
32-5.69376 56.72411 (32*2π)/91529 weeks
33-2.12573 44.93457 (33*2π)/91528 weeks
3410.04458 48.50384 (34*2π)/91527 weeks
356.5346 56.62034 (35*2π)/91526 weeks
36-2.00664 62.4812 (36*2π)/91525 weeks
37-18.84791 55.34568 (37*2π)/91525 weeks
38-18.33149 41.77076 (38*2π)/91524 weeks
39-13.09787 33.65695 (39*2π)/91523 weeks
40-10.90921 42.03837 (40*2π)/91523 weeks
41-17.84556 33.18204 (41*2π)/91522 weeks
42-6.67378 30.78019 (42*2π)/91522 weeks
43-10.31164 33.26485 (43*2π)/91521 weeks
44-10.19574 31.78485 (44*2π)/91521 weeks
45-15.88804 28.39246 (45*2π)/91520 weeks
46-13.9266 21.5732 (46*2π)/91520 weeks
47-15.0591 21.06697 (47*2π)/91519 weeks
48-12.98892 14.12371 (48*2π)/91519 weeks
49-9.54713 13.23022 (49*2π)/91519 weeks
50-3.81366 15.43859 (50*2π)/91518 weeks
51-6.56997 21.53286 (51*2π)/91518 weeks
52-10.3339 16.73268 (52*2π)/91518 weeks
53-9.6213 11.96177 (53*2π)/91517 weeks
54-5.49027 8.13815 (54*2π)/91517 weeks
55-1.12373 8.49414 (55*2π)/91517 weeks
56-1.76342 13.50337 (56*2π)/91516 weeks
57-9.68694 10.14941 (57*2π)/91516 weeks
58-8.04569 3.52204 (58*2π)/91516 weeks
59-3.29499 1.12259 (59*2π)/91516 weeks
602.29313 5.70338 (60*2π)/91515 weeks
61-1.50377 8.58956 (61*2π)/91515 weeks
62-5.52438 5.3369 (62*2π)/91515 weeks
63-1.33708 -3.13384 (63*2π)/91515 weeks
645.17172 -.55398 (64*2π)/91514 weeks
654.89568 -1.27646 (65*2π)/91514 weeks
667.73022 -1.0583 (66*2π)/91514 weeks
677.3235 -3.28595 (67*2π)/91514 weeks
6812.058 -1.35416 (68*2π)/91513 weeks
6913.32649 4.245 (69*2π)/91513 weeks
7010.02041 7.42518 (70*2π)/91513 weeks
716.54866 4.66811 (71*2π)/91513 weeks
725.05055 .54038 (72*2π)/91513 weeks
7311.86846 -7.27937 (73*2π)/91513 weeks
7421.30991 -3.36761 (74*2π)/91512 weeks
7521.94531 2.17295 (75*2π)/91512 weeks
7621.3438 3.35394 (76*2π)/91512 weeks
7720.05982 4.62043 (77*2π)/91512 weeks
7822.49423 4.94678 (78*2π)/91512 weeks
7924.77479 11.26109 (79*2π)/91512 weeks
8020.81582 15.40037 (80*2π)/91511 weeks
8119.31469 14.62029 (81*2π)/91511 weeks
8217.52812 17.81994 (82*2π)/91511 weeks
8314.21823 13.42389 (83*2π)/91511 weeks
8417.7234 11.94154 (84*2π)/91511 weeks
8520.28146 11.32957 (85*2π)/91511 weeks
8620.77323 17.05773 (86*2π)/91511 weeks
8715.44219 18.40948 (87*2π)/91511 weeks
8813.8236 17.78817 (88*2π)/91510 weeks
8913.13715 16.34611 (89*2π)/91510 weeks
9014.95424 19.11579 (90*2π)/91510 weeks
9110.97141 21.9462 (91*2π)/91510 weeks
927.55443 18.59586 (92*2π)/91510 weeks
938.66058 15.6558 (93*2π)/91510 weeks
9413.209 13.78858 (94*2π)/91510 weeks
9513.62092 19.22622 (95*2π)/91510 weeks
968.00748 19.41817 (96*2π)/91510 weeks
974.47845 16.17274 (97*2π)/9159 weeks
988.93396 9.81381 (98*2π)/9159 weeks
9911.88663 14.48267 (99*2π)/9159 weeks
10011.1588 16.52282 (100*2π)/9159 weeks
1018.2392 18.95067 (101*2π)/9159 weeks
1027.4847 15.81115 (102*2π)/9159 weeks
10310.40043 15.97701 (103*2π)/9159 weeks
10411.05341 16.92189 (104*2π)/9159 weeks
10511.87226 19.8766 (105*2π)/9159 weeks
1066.69151 24.54876 (106*2π)/9159 weeks
1071.75699 21.49648 (107*2π)/9159 weeks
108.18064 17.16426 (108*2π)/9158 weeks
1093.32253 14.94003 (109*2π)/9158 weeks
1102.16302 17.5479 (110*2π)/9158 weeks
111.238 17.62847 (111*2π)/9158 weeks
112-3.5273 14.58901 (112*2π)/9158 weeks
1131.38595 9.12075 (113*2π)/9158 weeks
1143.01813 12.4126 (114*2π)/9158 weeks
1151.95975 14.47817 (115*2π)/9158 weeks
116-1.95593 16.88123 (116*2π)/9158 weeks
117-7.09886 11.07987 (117*2π)/9158 weeks
118-2.55674 4.72516 (118*2π)/9158 weeks
1193.29893 5.99693 (119*2π)/9158 weeks
1202.58432 10.80689 (120*2π)/9158 weeks
121-1.44291 8.58045 (121*2π)/9158 weeks
122.06019 5.91505 (122*2π)/9158 weeks
1231.67363 3.81384 (123*2π)/9157 weeks
1242.83546 6.32516 (124*2π)/9157 weeks
125.0334 6.79795 (125*2π)/9157 weeks
126.39076 3.93713 (126*2π)/9157 weeks
1271.52255 2.58457 (127*2π)/9157 weeks
1284.23376 1.91054 (128*2π)/9157 weeks
1296.68213 3.4184 (129*2π)/9157 weeks
1308.20233 4.93546 (130*2π)/9157 weeks
1317.91306 6.4622 (131*2π)/9157 weeks
1326.80725 6.03374 (132*2π)/9157 weeks
1335.82578 4.72484 (133*2π)/9157 weeks
1347.37731 4.68827 (134*2π)/9157 weeks
1356.56857 7.56496 (135*2π)/9157 weeks
1364.11323 6.61913 (136*2π)/9157 weeks
1373.30812 4.58993 (137*2π)/9157 weeks
1387.08436 3.11962 (138*2π)/9157 weeks
1399.10798 7.41834 (139*2π)/9157 weeks
1408.53709 9.71773 (140*2π)/9157 weeks
1415.04875 9.69048 (141*2π)/9156 weeks
1422.65483 5.26295 (142*2π)/9156 weeks
1434.7564 .88285 (143*2π)/9156 weeks
1448.88842 2.22231 (144*2π)/9156 weeks
1457.61067 4.35096 (145*2π)/9156 weeks
1466.37128 3.92522 (146*2π)/9156 weeks
1477.59562 2.68731 (147*2π)/9156 weeks
1489.86455 5.3212 (148*2π)/9156 weeks
1499.35693 8.34393 (149*2π)/9156 weeks
1507.9422 9.00329 (150*2π)/9156 weeks
1517.42484 6.61523 (151*2π)/9156 weeks
1528.31505 5.18991 (152*2π)/9156 weeks
15310.30858 5.70148 (153*2π)/9156 weeks
1549.11307 6.79763 (154*2π)/9156 weeks
1558.91786 5.48088 (155*2π)/9156 weeks
1569.51126 6.4492 (156*2π)/9156 weeks
1578.33443 8.03849 (157*2π)/9156 weeks
1587.94664 8.65988 (158*2π)/9156 weeks
1598.12029 9.54871 (159*2π)/9156 weeks
1608.44475 10.20325 (160*2π)/9156 weeks
1617.32809 10.83329 (161*2π)/9156 weeks
1625.98261 10.54822 (162*2π)/9156 weeks
1635.65079 6.95055 (163*2π)/9156 weeks
1649.57317 7.12581 (164*2π)/9156 weeks
1658.31733 10.06616 (165*2π)/9156 weeks
1665.23935 11.15492 (166*2π)/9156 weeks
1672.56478 8.7669 (167*2π)/9155 weeks
1685.28558 8.54268 (168*2π)/9155 weeks
1695.13453 9.59213 (169*2π)/9155 weeks
1704.31371 10.89359 (170*2π)/9155 weeks
1711.29656 9.79348 (171*2π)/9155 weeks
1722.77221 7.31242 (172*2π)/9155 weeks
1733.57232 6.52952 (173*2π)/9155 weeks
1745.0597 5.41743 (174*2π)/9155 weeks
1755.47534 8.53165 (175*2π)/9155 weeks
1761.15382 8.96378 (176*2π)/9155 weeks
177.27695 6.83996 (177*2π)/9155 weeks
1781.55262 5.65824 (178*2π)/9155 weeks
1792.07529 5.18903 (179*2π)/9155 weeks
1802.4152 4.97513 (180*2π)/9155 weeks
1811.78204 5.70484 (181*2π)/9155 weeks
1822.36725 3.7714 (182*2π)/9155 weeks
1833.46187 3.63638 (183*2π)/9155 weeks
1843.29662 2.52028 (184*2π)/9155 weeks
1854.51933 3.27133 (185*2π)/9155 weeks
1862.54032 4.61202 (186*2π)/9155 weeks
1871.4616 2.40533 (187*2π)/9155 weeks
1883.71087 .82167 (188*2π)/9155 weeks
1895.79424 1.06543 (189*2π)/9155 weeks
1907.58369 3.72946 (190*2π)/9155 weeks
1915.54139 5.82925 (191*2π)/9155 weeks
1924.5691 4.35305 (192*2π)/9155 weeks
1934.23626 3.67615 (193*2π)/9155 weeks
1944.09178 1.85635 (194*2π)/9155 weeks
1955.28702 2.82282 (195*2π)/9155 weeks
1962.75762 3.81241 (196*2π)/9155 weeks
1971.83806 .12686 (197*2π)/9155 weeks
1984.53608 -1.38046 (198*2π)/9155 weeks
1996.63446 -.69104 (199*2π)/9155 weeks
2008.51262 1.90302 (200*2π)/9155 weeks
2017.36689 2.72993 (201*2π)/9155 weeks
2026.413 2.73183 (202*2π)/9155 weeks
2035.7288 -.20096 (203*2π)/9155 weeks
2048.22445 -.03304 (204*2π)/9154 weeks
2058.76761 .91954 (205*2π)/9154 weeks
2068.94339 2.56417 (206*2π)/9154 weeks
2077.54472 1.77743 (207*2π)/9154 weeks
2087.57705 .91606 (208*2π)/9154 weeks
2099.62341 .45031 (209*2π)/9154 weeks
21011.94137 3.22639 (210*2π)/9154 weeks
21110.81099 5.34561 (211*2π)/9154 weeks
2128.89465 4.57564 (212*2π)/9154 weeks
2139.24246 2.71597 (213*2π)/9154 weeks
21412.29875 3.85042 (214*2π)/9154 weeks
21511.57392 8.37382 (215*2π)/9154 weeks
2167.75771 7.86401 (216*2π)/9154 weeks
2176.09414 5.6403 (217*2π)/9154 weeks
2187.21287 3.14077 (218*2π)/9154 weeks
2199.76464 4.64799 (219*2π)/9154 weeks
22010.24094 7.36062 (220*2π)/9154 weeks
2217.22018 8.78921 (221*2π)/9154 weeks
2225.98118 6.33025 (222*2π)/9154 weeks
2235.63816 5.38355 (223*2π)/9154 weeks
2247.8637 4.32688 (224*2π)/9154 weeks
2259.02448 6.55628 (225*2π)/9154 weeks
2267.2292 6.71562 (226*2π)/9154 weeks
2276.89584 5.73106 (227*2π)/9154 weeks
2287.43427 5.52549 (228*2π)/9154 weeks
2299.15157 6.41511 (229*2π)/9154 weeks
2306.66605 8.67278 (230*2π)/9154 weeks
2315.22643 6.8796 (231*2π)/9154 weeks
2324.1226 6.64651 (232*2π)/9154 weeks
2334.75718 4.59751 (233*2π)/9154 weeks
2346.50499 5.54737 (234*2π)/9154 weeks
2357.15864 6.25505 (235*2π)/9154 weeks
2365.61319 7.57897 (236*2π)/9154 weeks
2375.26166 6.00664 (237*2π)/9154 weeks
2386.61971 6.68799 (238*2π)/9154 weeks
2396.14344 6.18225 (239*2π)/9154 weeks
2405.93289 6.37419 (240*2π)/9154 weeks
2414.80501 6.27862 (241*2π)/9154 weeks
2423.76869 7.05024 (242*2π)/9154 weeks
2432.95414 5.14408 (243*2π)/9154 weeks
2445.37634 5.04062 (244*2π)/9154 weeks
2455.11722 6.33353 (245*2π)/9154 weeks
2464.50257 7.92149 (246*2π)/9154 weeks
2472.83658 7.75509 (247*2π)/9154 weeks
2483.20585 6.63778 (248*2π)/9154 weeks
2493.77833 5.7423 (249*2π)/9154 weeks
2503.08179 6.01603 (250*2π)/9154 weeks
2511.57788 4.21344 (251*2π)/9154 weeks
2522.69885 4.14729 (252*2π)/9154 weeks
2531.90248 3.60173 (253*2π)/9154 weeks
2543.39394 2.6351 (254*2π)/9154 weeks
2552.87353 4.47545 (255*2π)/9154 weeks
2562.39718 4.60032 (256*2π)/9154 weeks
2571.70341 5.37002 (257*2π)/9154 weeks
2581.57404 3.26331 (258*2π)/9154 weeks
2593.09288 2.69193 (259*2π)/9154 weeks
2603.87436 2.2567 (260*2π)/9154 weeks
2613.69556 3.22328 (261*2π)/9154 weeks
2622.97789 2.45127 (262*2π)/9153 weeks
2633.17077 1.96416 (263*2π)/9153 weeks
2643.06763 1.80148 (264*2π)/9153 weeks
2652.72086 3.12378 (265*2π)/9153 weeks
2661.10906 3.07281 (266*2π)/9153 weeks
2671.19343 1.3805 (267*2π)/9153 weeks
2682.18147 -.75129 (268*2π)/9153 weeks
2695.87319 -.8868 (269*2π)/9153 weeks
2707.04967 2.3879 (270*2π)/9153 weeks
2715.30437 4.5046 (271*2π)/9153 weeks
2722.49616 2.7623 (272*2π)/9153 weeks
2733.40037 -.21421 (273*2π)/9153 weeks
2745.11302 1.28778 (274*2π)/9153 weeks
2753.53577 3.4773 (275*2π)/9153 weeks
276.92893 2.28661 (276*2π)/9153 weeks
2771.46944 -1.11946 (277*2π)/9153 weeks
2783.66072 -2.194 (278*2π)/9153 weeks
2796.55607 -1.68895 (279*2π)/9153 weeks
2807.16471 2.2207 (280*2π)/9153 weeks
2815.63318 2.15023 (281*2π)/9153 weeks
2825.01172 1.30608 (282*2π)/9153 weeks
2835.03057 -1.01609 (283*2π)/9153 weeks
2846.75276 .91546 (284*2π)/9153 weeks
2855.30731 1.22004 (285*2π)/9153 weeks
2865.40214 1.42579 (286*2π)/9153 weeks
2874.39711 -.15231 (287*2π)/9153 weeks
2886.33955 -.22798 (288*2π)/9153 weeks
2896.39996 1.02609 (289*2π)/9153 weeks
2906.72958 2.24564 (290*2π)/9153 weeks
2916.0281 1.97054 (291*2π)/9153 weeks
2926.1775 1.52751 (292*2π)/9153 weeks
2935.72587 .89251 (293*2π)/9153 weeks
2947.67733 1.54696 (294*2π)/9153 weeks
2956.57913 3.75245 (295*2π)/9153 weeks
2964.9051 2.58206 (296*2π)/9153 weeks
2975.17371 1.09527 (297*2π)/9153 weeks
2986.78782 1.75699 (298*2π)/9153 weeks
2996.31505 4.03638 (299*2π)/9153 weeks
3004.4744 4.42863 (300*2π)/9153 weeks
3012.67434 2.75649 (301*2π)/9153 weeks
3023.59901 .81301 (302*2π)/9153 weeks
3035.11778 1.02574 (303*2π)/9153 weeks
3046.08066 1.95428 (304*2π)/9153 weeks
3055.71928 3.346 (305*2π)/9153 weeks
3063.75192 3.4401 (306*2π)/9153 weeks
3072.63915 2.41921 (307*2π)/9153 weeks
3082.10716 1.90253 (308*2π)/9153 weeks
3092.64199 .33934 (309*2π)/9153 weeks
3103.89388 -.44923 (310*2π)/9153 weeks
3114.03603 .2983 (311*2π)/9153 weeks
3123.21475 .3856 (312*2π)/9153 weeks
3134.1067 -1.03103 (313*2π)/9153 weeks
3145.74441 -.33087 (314*2π)/9153 weeks
3155.39839 .27739 (315*2π)/9153 weeks
3164.30521 1.23109 (316*2π)/9153 weeks
3172.58178 .14098 (317*2π)/9153 weeks
3183.6647 -.44706 (318*2π)/9153 weeks
3194.25737 -1.30045 (319*2π)/9153 weeks
3205.01549 -1.30513 (320*2π)/9153 weeks
3214.95412 -.90208 (321*2π)/9153 weeks
3224.10477 -.09706 (322*2π)/9153 weeks
3234.29607 -2.37418 (323*2π)/9153 weeks
3246.69669 -1.83093 (324*2π)/9153 weeks
3256.03376 -.97371 (325*2π)/9153 weeks
3264.46603 -.45139 (326*2π)/9153 weeks
3273.17144 -2.41611 (327*2π)/9153 weeks
3285.78836 -3.90044 (328*2π)/9153 weeks
3296.94014 -2.95636 (329*2π)/9153 weeks
3307.17197 -1.88318 (330*2π)/9153 weeks
3316.29211 -1.48765 (331*2π)/9153 weeks
3327.01095 -1.90413 (332*2π)/9153 weeks
3337.39764 -2.79065 (333*2π)/9153 weeks
33410.21206 -1.89206 (334*2π)/9153 weeks
3357.85763 .10659 (335*2π)/9153 weeks
3366.90595 -1.53994 (336*2π)/9153 weeks
3377.35434 -2.26415 (337*2π)/9153 weeks
3388.63993 -3.12827 (338*2π)/9153 weeks
3399.48947 -1.74919 (339*2π)/9153 weeks
3408.72397 -.42974 (340*2π)/9153 weeks
3419.30075 -.21998 (341*2π)/9153 weeks
3429.28528 .6625 (342*2π)/9153 weeks
3438.66715 .44055 (343*2π)/9153 weeks
3448.13183 -.422 (344*2π)/9153 weeks
3459.65251 -.90016 (345*2π)/9153 weeks
3469.55429 .7005 (346*2π)/9153 weeks
3479.16524 -.08288 (347*2π)/9153 weeks
3489.02267 -.99887 (348*2π)/9153 weeks
34910.53863 -.71166 (349*2π)/9153 weeks
3509.95993 1.91619 (350*2π)/9153 weeks
3519.525 1.80533 (351*2π)/9153 weeks
3529.47789 2.28608 (352*2π)/9153 weeks
3539.29278 1.77742 (353*2π)/9153 weeks
3548.90371 2.29573 (354*2π)/9153 weeks
3559.65259 2.29007 (355*2π)/9153 weeks
3569.33643 3.3581 (356*2π)/9153 weeks
3578.73378 2.19886 (357*2π)/9153 weeks
3588.69593 1.86708 (358*2π)/9153 weeks
3598.9626 2.33778 (359*2π)/9153 weeks
3608.4357 3.41095 (360*2π)/9153 weeks
3618.01743 3.81809 (361*2π)/9153 weeks
3627.4434 3.7977 (362*2π)/9153 weeks
3636.97555 2.95723 (363*2π)/9153 weeks
3647.14519 3.70467 (364*2π)/9153 weeks
3657.09985 2.67168 (365*2π)/9153 weeks
3668.52968 3.38587 (366*2π)/9153 weeks
3677.1274 3.40987 (367*2π)/9152 weeks
3686.63792 3.47796 (368*2π)/9152 weeks
3696.25757 2.12969 (369*2π)/9152 weeks
3707.6833 2.74623 (370*2π)/9152 weeks
3717.11741 3.49554 (371*2π)/9152 weeks
3725.30971 3.65887 (372*2π)/9152 weeks
3735.10379 1.19868 (373*2π)/9152 weeks
3747.30945 2.07645 (374*2π)/9152 weeks
3757.58848 2.74511 (375*2π)/9152 weeks
3767.00417 4.16476 (376*2π)/9152 weeks
3775.11768 3.87703 (377*2π)/9152 weeks
3784.99683 2.71448 (378*2π)/9152 weeks
3796.50153 2.48269 (379*2π)/9152 weeks
3806.38579 3.5868 (380*2π)/9152 weeks
3814.85094 3.03761 (381*2π)/9152 weeks
3824.18023 1.80955 (382*2π)/9152 weeks
3835.25534 1.26007 (383*2π)/9152 weeks
3846.56959 1.94626 (384*2π)/9152 weeks
3856.33639 2.93428 (385*2π)/9152 weeks
3864.4017 3.34572 (386*2π)/9152 weeks
3873.72846 2.58468 (387*2π)/9152 weeks
3883.5757 2.58333 (388*2π)/9152 weeks
3893.61571 1.24061 (389*2π)/9152 weeks
3905.39484 .48772 (390*2π)/9152 weeks
3915.67766 1.1433 (391*2π)/9152 weeks
3925.4175 1.67811 (392*2π)/9152 weeks
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789.39076 -3.93713 (789*2π)/9151 weeks
790.0334 -6.79795 (790*2π)/9151 weeks
7912.83546 -6.32516 (791*2π)/9151 weeks
7921.67363 -3.81384 (792*2π)/9151 weeks
793.06019 -5.91505 (793*2π)/9151 weeks
794-1.44291 -8.58045 (794*2π)/9151 weeks
7952.58432 -10.80689 (795*2π)/9151 weeks
7963.29893 -5.99693 (796*2π)/9151 weeks
797-2.55674 -4.72516 (797*2π)/9151 weeks
798-7.09886 -11.07987 (798*2π)/9151 weeks
799-1.95593 -16.88123 (799*2π)/9151 weeks
8001.95975 -14.47817 (800*2π)/9151 weeks
8013.01813 -12.4126 (801*2π)/9151 weeks
8021.38595 -9.12075 (802*2π)/9151 weeks
803-3.5273 -14.58901 (803*2π)/9151 weeks
804.238 -17.62847 (804*2π)/9151 weeks
8052.16302 -17.5479 (805*2π)/9151 weeks
8063.32253 -14.94003 (806*2π)/9151 weeks
807.18064 -17.16426 (807*2π)/9151 weeks
8081.75699 -21.49648 (808*2π)/9151 weeks
8096.69151 -24.54876 (809*2π)/9151 weeks
81011.87226 -19.8766 (810*2π)/9151 weeks
81111.05341 -16.92189 (811*2π)/9151 weeks
81210.40043 -15.97701 (812*2π)/9151 weeks
8137.4847 -15.81115 (813*2π)/9151 weeks
8148.2392 -18.95067 (814*2π)/9151 weeks
81511.1588 -16.52282 (815*2π)/9151 weeks
81611.88663 -14.48267 (816*2π)/9151 weeks
8178.93396 -9.81381 (817*2π)/9151 weeks
8184.47845 -16.17274 (818*2π)/9151 weeks
8198.00748 -19.41817 (819*2π)/9151 weeks
82013.62092 -19.22622 (820*2π)/9151 weeks
82113.209 -13.78858 (821*2π)/9151 weeks
8228.66058 -15.6558 (822*2π)/9151 weeks
8237.55443 -18.59586 (823*2π)/9151 weeks
82410.97141 -21.9462 (824*2π)/9151 weeks
82514.95424 -19.11579 (825*2π)/9151 weeks
82613.13715 -16.34611 (826*2π)/9151 weeks
82713.8236 -17.78817 (827*2π)/9151 weeks
82815.44219 -18.40948 (828*2π)/9151 weeks
82920.77323 -17.05773 (829*2π)/9151 weeks
83020.28146 -11.32957 (830*2π)/9151 weeks
83117.7234 -11.94154 (831*2π)/9151 weeks
83214.21823 -13.42389 (832*2π)/9151 weeks
83317.52812 -17.81994 (833*2π)/9151 weeks
83419.31469 -14.62029 (834*2π)/9151 weeks
83520.81582 -15.40037 (835*2π)/9151 weeks
83624.77479 -11.26109 (836*2π)/9151 weeks
83722.49423 -4.94678 (837*2π)/9151 weeks
83820.05982 -4.62043 (838*2π)/9151 weeks
83921.3438 -3.35394 (839*2π)/9151 weeks
84021.94531 -2.17295 (840*2π)/9151 weeks
84121.30991 3.36761 (841*2π)/9151 weeks
84211.86846 7.27937 (842*2π)/9151 weeks
8435.05055 -.54038 (843*2π)/9151 weeks
8446.54866 -4.66811 (844*2π)/9151 weeks
84510.02041 -7.42518 (845*2π)/9151 weeks
84613.32649 -4.245 (846*2π)/9151 weeks
84712.058 1.35416 (847*2π)/9151 weeks
8487.3235 3.28595 (848*2π)/9151 weeks
8497.73022 1.0583 (849*2π)/9151 weeks
8504.89568 1.27646 (850*2π)/9151 weeks
8515.17172 .55398 (851*2π)/9151 weeks
852-1.33708 3.13384 (852*2π)/9151 weeks
853-5.52438 -5.3369 (853*2π)/9151 weeks
854-1.50377 -8.58956 (854*2π)/9151 weeks
8552.29313 -5.70338 (855*2π)/9151 weeks
856-3.29499 -1.12259 (856*2π)/9151 weeks
857-8.04569 -3.52204 (857*2π)/9151 weeks
858-9.68694 -10.14941 (858*2π)/9151 weeks
859-1.76342 -13.50337 (859*2π)/9151 weeks
860-1.12373 -8.49414 (860*2π)/9151 weeks
861-5.49027 -8.13815 (861*2π)/9151 weeks
862-9.6213 -11.96177 (862*2π)/9151 weeks
863-10.3339 -16.73268 (863*2π)/9151 weeks
864-6.56997 -21.53286 (864*2π)/9151 weeks
865-3.81366 -15.43859 (865*2π)/9151 weeks
866-9.54713 -13.23022 (866*2π)/9151 weeks
867-12.98892 -14.12371 (867*2π)/9151 weeks
868-15.0591 -21.06697 (868*2π)/9151 weeks
869-13.9266 -21.5732 (869*2π)/9151 weeks
870-15.88804 -28.39246 (870*2π)/9151 weeks
871-10.19574 -31.78485 (871*2π)/9151 weeks
872-10.31164 -33.26485 (872*2π)/9151 weeks
873-6.67378 -30.78019 (873*2π)/9151 weeks
874-17.84556 -33.18204 (874*2π)/9151 weeks
875-10.90921 -42.03837 (875*2π)/9151 weeks
876-13.09787 -33.65695 (876*2π)/9151 weeks
877-18.33149 -41.77076 (877*2π)/9151 weeks
878-18.84791 -55.34568 (878*2π)/9151 weeks
879-2.00664 -62.4812 (879*2π)/9151 weeks
8806.5346 -56.62034 (880*2π)/9151 weeks
88110.04458 -48.50384 (881*2π)/9151 weeks
882-2.12573 -44.93457 (882*2π)/9151 weeks
883-5.69376 -56.72411 (883*2π)/9151 weeks
884-2.50325 -62.84445 (884*2π)/9151 weeks
885-1.17024 -70.01774 (885*2π)/9151 weeks
88610.95529 -71.93083 (886*2π)/9151 weeks
88711.39488 -69.48481 (887*2π)/9151 weeks
88813.99552 -75.92793 (888*2π)/9151 weeks
88925.32435 -83.73456 (889*2π)/9151 weeks
89043.17942 -78.63592 (890*2π)/9151 weeks
89149.64104 -64.38318 (891*2π)/9151 weeks
89242.03953 -55.53149 (892*2π)/9151 weeks
89334.54643 -60.75455 (893*2π)/9151 weeks
89434.59082 -63.2116 (894*2π)/9151 weeks
89529.96986 -65.61646 (895*2π)/9151 weeks
89638.87366 -84.26499 (896*2π)/9151 weeks
89755.25175 -70.06799 (897*2π)/9151 weeks
89849.12727 -67.56004 (898*2π)/9151 weeks
89951.86249 -73.37943 (899*2π)/9151 weeks
90065.73962 -79.59423 (900*2π)/9151 weeks
90174.28647 -58.77593 (901*2π)/9151 weeks
90264.90739 -61.42173 (902*2π)/9151 weeks
90353.95734 -62.99709 (903*2π)/9151 weeks
90457.09774 -97.6974 (904*2π)/9151 weeks
905104.8427 -98.25188 (905*2π)/9151 weeks
906130.5477 -72.81651 (906*2π)/9151 weeks
907128.3836 -17.09095 (907*2π)/9151 weeks
90870.03971 -3.39086 (908*2π)/9151 weeks
90940.5944 -61.2329 (909*2π)/9151 weeks
91094.83906 -93.08631 (910*2π)/9151 weeks
91192.33122 -46.84071 (911*2π)/9151 weeks
91287.30226 -89.56121 (912*2π)/9151 weeks
91388.14579 -93.36232 (913*2π)/9151 weeks



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