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Fourier Analysis of MSLP (Muscle Pharm Corp )


MSLP (Muscle Pharm Corp ) appears to have interesting cyclic behaviour every 40 weeks (36.9994*sine), 37 weeks (31.4168*sine), and 27 weeks (9.5897*cosine).

MSLP (Muscle Pharm Corp ) has an average price of 63.81 (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 4/22/2010 to 1/8/2018 for MSLP (Muscle Pharm Corp ), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
063.81499   0 
1106.2957 28.6827 (1*2π)/404404 weeks
295.45533 47.1627 (2*2π)/404202 weeks
377.49934 57.02131 (3*2π)/404135 weeks
461.13931 64.35337 (4*2π)/404101 weeks
545.81868 65.85175 (5*2π)/40481 weeks
630.43145 62.8801 (6*2π)/40467 weeks
721.92276 58.01175 (7*2π)/40458 weeks
811.74378 53.46727 (8*2π)/40451 weeks
95.52946 45.59467 (9*2π)/40445 weeks
102.8496 36.99943 (10*2π)/40440 weeks
112.73422 31.41675 (11*2π)/40437 weeks
123.75357 26.97371 (12*2π)/40434 weeks
135.4612 23.89595 (13*2π)/40431 weeks
147.67559 22.36403 (14*2π)/40429 weeks
159.58965 23.33605 (15*2π)/40427 weeks
169.28036 25.23302 (16*2π)/40425 weeks
177.32061 26.78556 (17*2π)/40424 weeks
184.67757 27.24219 (18*2π)/40422 weeks
191.68494 26.96715 (19*2π)/40421 weeks
20-1.95753 25.68977 (20*2π)/40420 weeks
21-4.89008 23.14223 (21*2π)/40419 weeks
22-7.02469 18.9031 (22*2π)/40418 weeks
23-7.33427 15.36779 (23*2π)/40418 weeks
24-6.72066 11.79074 (24*2π)/40417 weeks
25-5.87996 8.8329 (25*2π)/40416 weeks
26-3.64637 6.11777 (26*2π)/40416 weeks
27-.97583 4.53868 (27*2π)/40415 weeks
281.67382 4.18685 (28*2π)/40414 weeks
294.10863 4.88129 (29*2π)/40414 weeks
305.69942 6.13064 (30*2π)/40413 weeks
316.39076 8.07438 (31*2π)/40413 weeks
325.85533 9.82225 (32*2π)/40413 weeks
334.47096 10.60122 (33*2π)/40412 weeks
343.28371 10.32192 (34*2π)/40412 weeks
353.06623 9.89059 (35*2π)/40412 weeks
362.39185 9.86494 (36*2π)/40411 weeks
371.63663 9.38274 (37*2π)/40411 weeks
381.38344 8.40254 (38*2π)/40411 weeks
391.92078 7.58399 (39*2π)/40410 weeks
402.19963 7.75367 (40*2π)/40410 weeks
412.08679 7.69707 (41*2π)/40410 weeks
422.04331 7.41561 (42*2π)/40410 weeks
432.02945 7.45681 (43*2π)/4049 weeks
441.75049 7.25513 (44*2π)/4049 weeks
451.58045 7.07851 (45*2π)/4049 weeks
461.72383 6.52065 (46*2π)/4049 weeks
471.91369 6.37257 (47*2π)/4049 weeks
482.12426 6.916 (48*2π)/4048 weeks
491.56063 6.99394 (49*2π)/4048 weeks
50.95035 7.15327 (50*2π)/4048 weeks
51.02185 6.74019 (51*2π)/4048 weeks
52-.74852 5.92681 (52*2π)/4048 weeks
53-1.34607 4.67726 (53*2π)/4048 weeks
54-1.38235 2.94919 (54*2π)/4047 weeks
55-.26637 1.3421 (55*2π)/4047 weeks
561.042 .62654 (56*2π)/4047 weeks
572.22221 -.04918 (57*2π)/4047 weeks
584.04052 -.29965 (58*2π)/4047 weeks
595.99389 .46396 (59*2π)/4047 weeks
607.04877 1.86998 (60*2π)/4047 weeks
617.46573 3.28024 (61*2π)/4047 weeks
627.82804 4.44849 (62*2π)/4047 weeks
638.07847 6.21168 (63*2π)/4046 weeks
647.08836 8.2863 (64*2π)/4046 weeks
655.11094 9.36057 (65*2π)/4046 weeks
663.3222 9.64444 (66*2π)/4046 weeks
671.63546 9.32856 (67*2π)/4046 weeks
68.0159 8.49622 (68*2π)/4046 weeks
69-1.21789 7.23753 (69*2π)/4046 weeks
70-1.7232 5.39302 (70*2π)/4046 weeks
71-1.6037 3.81978 (71*2π)/4046 weeks
72-1.04533 2.40645 (72*2π)/4046 weeks
73.06759 1.35872 (73*2π)/4046 weeks
741.42446 .66192 (74*2π)/4045 weeks
752.90842 .90543 (75*2π)/4045 weeks
764.11353 1.43295 (76*2π)/4045 weeks
774.91408 2.63574 (77*2π)/4045 weeks
784.99338 3.91126 (78*2π)/4045 weeks
794.64223 5.08919 (79*2π)/4045 weeks
803.79231 6.17224 (80*2π)/4045 weeks
812.20813 6.65775 (81*2π)/4045 weeks
82.73957 6.16398 (82*2π)/4045 weeks
83-.18659 5.15274 (83*2π)/4045 weeks
84-.58889 4.03355 (84*2π)/4045 weeks
85-.80471 2.81237 (85*2π)/4045 weeks
86-.17296 1.50908 (86*2π)/4045 weeks
871.06003 .86587 (87*2π)/4045 weeks
881.96035 1.05158 (88*2π)/4045 weeks
892.54368 1.25213 (89*2π)/4045 weeks
903.25756 1.52958 (90*2π)/4044 weeks
913.63505 2.45019 (91*2π)/4044 weeks
923.36477 3.43553 (92*2π)/4044 weeks
932.45745 3.74222 (93*2π)/4044 weeks
941.84797 3.55185 (94*2π)/4044 weeks
951.44054 3.30835 (95*2π)/4044 weeks
96.91713 2.85956 (96*2π)/4044 weeks
97.82372 2.03159 (97*2π)/4044 weeks
981.0772 1.42367 (98*2π)/4044 weeks
991.5383 .97373 (99*2π)/4044 weeks
1002.03956 .63312 (100*2π)/4044 weeks
1012.66891 .46576 (101*2π)/4044 weeks
1023.44811 .54567 (102*2π)/4044 weeks
1034.19517 1.00384 (103*2π)/4044 weeks
1044.53041 1.8772 (104*2π)/4044 weeks
1054.52594 2.64011 (105*2π)/4044 weeks
1064.13153 3.23781 (106*2π)/4044 weeks
1073.79783 3.60396 (107*2π)/4044 weeks
1083.46508 4.04974 (108*2π)/4044 weeks
1092.78008 4.45956 (109*2π)/4044 weeks
1101.91916 4.44656 (110*2π)/4044 weeks
1111.24525 4.20649 (111*2π)/4044 weeks
112.55398 3.76072 (112*2π)/4044 weeks
113-.03734 3.10902 (113*2π)/4044 weeks
114-.33657 2.04152 (114*2π)/4044 weeks
115-.04981 .94264 (115*2π)/4044 weeks
116.65468 .25777 (116*2π)/4043 weeks
1171.4563 -.16149 (117*2π)/4043 weeks
1182.26502 -.23489 (118*2π)/4043 weeks
1193.18132 .05147 (119*2π)/4043 weeks
1203.58653 .65395 (120*2π)/4043 weeks
1213.76041 1.20798 (121*2π)/4043 weeks
1223.92483 1.62656 (122*2π)/4043 weeks
1233.83319 2.3137 (123*2π)/4043 weeks
1243.5003 2.85957 (124*2π)/4043 weeks
1252.95002 3.10006 (125*2π)/4043 weeks
1262.44968 3.14021 (126*2π)/4043 weeks
1272.15677 3.20974 (127*2π)/4043 weeks
1281.55009 3.22949 (128*2π)/4043 weeks
129.85374 2.92301 (129*2π)/4043 weeks
130.55782 2.29331 (130*2π)/4043 weeks
131.38555 1.62031 (131*2π)/4043 weeks
132.47413 1.05904 (132*2π)/4043 weeks
133.72979 .45376 (133*2π)/4043 weeks
1341.23373 -.06837 (134*2π)/4043 weeks
1351.96986 -.25673 (135*2π)/4043 weeks
1362.67519 -.01422 (136*2π)/4043 weeks
1372.98148 .42434 (137*2π)/4043 weeks
1383.10271 .82072 (138*2π)/4043 weeks
1393.18752 1.10801 (139*2π)/4043 weeks
1403.19809 1.58537 (140*2π)/4043 weeks
1412.96467 2.09087 (141*2π)/4043 weeks
1422.32151 2.38625 (142*2π)/4043 weeks
1431.74754 2.2554 (143*2π)/4043 weeks
1441.36301 1.98706 (144*2π)/4043 weeks
145.92534 1.67253 (145*2π)/4043 weeks
146.65351 1.08375 (146*2π)/4043 weeks
147.66583 .36502 (147*2π)/4043 weeks
1481.05586 -.21772 (148*2π)/4043 weeks
1491.54953 -.57568 (149*2π)/4043 weeks
1502.14682 -.77739 (150*2π)/4043 weeks
1512.84672 -.66657 (151*2π)/4043 weeks
1523.2431 -.1556 (152*2π)/4043 weeks
1533.24931 .31393 (153*2π)/4043 weeks
1543.07993 .46086 (154*2π)/4043 weeks
1553.11485 .49158 (155*2π)/4043 weeks
1563.13912 .6042 (156*2π)/4043 weeks
1573.11166 .75113 (157*2π)/4043 weeks
1583.08996 .73001 (158*2π)/4043 weeks
1593.18515 .84861 (159*2π)/4043 weeks
1603.16755 1.03986 (160*2π)/4043 weeks
1612.98766 1.05672 (161*2π)/4043 weeks
1622.98277 .94347 (162*2π)/4042 weeks
1633.27912 .91385 (163*2π)/4042 weeks
1643.4622 1.27976 (164*2π)/4042 weeks
1653.38694 1.70813 (165*2π)/4042 weeks
1663.1791 1.88428 (166*2π)/4042 weeks
1673.03441 2.19567 (167*2π)/4042 weeks
1682.6629 2.5291 (168*2π)/4042 weeks
1692.10619 2.67262 (169*2π)/4042 weeks
1701.50359 2.5535 (170*2π)/4042 weeks
1711.09678 2.2226 (171*2π)/4042 weeks
172.81513 1.92501 (172*2π)/4042 weeks
173.46604 1.60572 (173*2π)/4042 weeks
174.22743 1.04406 (174*2π)/4042 weeks
175.22203 .44609 (175*2π)/4042 weeks
176.50335 -.04057 (176*2π)/4042 weeks
177.73145 -.31024 (177*2π)/4042 weeks
178.90237 -.5607 (178*2π)/4042 weeks
1791.22626 -.90685 (179*2π)/4042 weeks
1801.69658 -1.08504 (180*2π)/4042 weeks
1812.04087 -.95592 (181*2π)/4042 weeks
1822.19906 -.98563 (182*2π)/4042 weeks
1832.63921 -1.12846 (183*2π)/4042 weeks
1843.23463 -.7738 (184*2π)/4042 weeks
1853.33894 -.15744 (185*2π)/4042 weeks
1863.06788 .10179 (186*2π)/4042 weeks
1873.0512 .17868 (187*2π)/4042 weeks
1883.03359 .3839 (188*2π)/4042 weeks
1892.84593 .55812 (189*2π)/4042 weeks
1902.82707 .54585 (190*2π)/4042 weeks
1912.80513 .76771 (191*2π)/4042 weeks
1922.51161 1.16058 (192*2π)/4042 weeks
1931.85803 1.07991 (193*2π)/4042 weeks
1941.57611 .57657 (194*2π)/4042 weeks
1951.68462 .23355 (195*2π)/4042 weeks
1961.69795 .11992 (196*2π)/4042 weeks
1971.68441 -.14529 (197*2π)/4042 weeks
1981.87513 -.44234 (198*2π)/4042 weeks
1992.23926 -.57787 (199*2π)/4042 weeks
2002.57367 -.39281 (200*2π)/4042 weeks
2012.65887 -.16662 (201*2π)/4042 weeks
2022.63737   (202*2π)/4042 weeks
2032.65887 .16662 (203*2π)/4042 weeks
2042.57367 .39281 (204*2π)/4042 weeks
2052.23926 .57787 (205*2π)/4042 weeks
2061.87513 .44234 (206*2π)/4042 weeks
2071.68441 .14529 (207*2π)/4042 weeks
2081.69795 -.11992 (208*2π)/4042 weeks
2091.68462 -.23355 (209*2π)/4042 weeks
2101.57611 -.57657 (210*2π)/4042 weeks
2111.85803 -1.07991 (211*2π)/4042 weeks
2122.51161 -1.16058 (212*2π)/4042 weeks
2132.80513 -.76771 (213*2π)/4042 weeks
2142.82707 -.54585 (214*2π)/4042 weeks
2152.84593 -.55812 (215*2π)/4042 weeks
2163.03359 -.3839 (216*2π)/4042 weeks
2173.0512 -.17868 (217*2π)/4042 weeks
2183.06788 -.10179 (218*2π)/4042 weeks
2193.33894 .15744 (219*2π)/4042 weeks
2203.23463 .7738 (220*2π)/4042 weeks
2212.63921 1.12846 (221*2π)/4042 weeks
2222.19906 .98563 (222*2π)/4042 weeks
2232.04087 .95592 (223*2π)/4042 weeks
2241.69658 1.08504 (224*2π)/4042 weeks
2251.22626 .90685 (225*2π)/4042 weeks
226.90237 .5607 (226*2π)/4042 weeks
227.73145 .31024 (227*2π)/4042 weeks
228.50335 .04057 (228*2π)/4042 weeks
229.22203 -.44609 (229*2π)/4042 weeks
230.22743 -1.04406 (230*2π)/4042 weeks
231.46604 -1.60572 (231*2π)/4042 weeks
232.81513 -1.92501 (232*2π)/4042 weeks
2331.09678 -2.2226 (233*2π)/4042 weeks
2341.50359 -2.5535 (234*2π)/4042 weeks
2352.10619 -2.67262 (235*2π)/4042 weeks
2362.6629 -2.5291 (236*2π)/4042 weeks
2373.03441 -2.19567 (237*2π)/4042 weeks
2383.1791 -1.88428 (238*2π)/4042 weeks
2393.38694 -1.70813 (239*2π)/4042 weeks
2403.4622 -1.27976 (240*2π)/4042 weeks
2413.27912 -.91385 (241*2π)/4042 weeks
2422.98277 -.94347 (242*2π)/4042 weeks
2432.98766 -1.05672 (243*2π)/4042 weeks
2443.16755 -1.03986 (244*2π)/4042 weeks
2453.18515 -.84861 (245*2π)/4042 weeks
2463.08996 -.73001 (246*2π)/4042 weeks
2473.11166 -.75113 (247*2π)/4042 weeks
2483.13912 -.6042 (248*2π)/4042 weeks
2493.11485 -.49158 (249*2π)/4042 weeks
2503.07993 -.46086 (250*2π)/4042 weeks
2513.24931 -.31393 (251*2π)/4042 weeks
2523.2431 .1556 (252*2π)/4042 weeks
2532.84672 .66657 (253*2π)/4042 weeks
2542.14682 .77739 (254*2π)/4042 weeks
2551.54953 .57568 (255*2π)/4042 weeks
2561.05586 .21772 (256*2π)/4042 weeks
257.66583 -.36502 (257*2π)/4042 weeks
258.65351 -1.08375 (258*2π)/4042 weeks
259.92534 -1.67253 (259*2π)/4042 weeks
2601.36301 -1.98706 (260*2π)/4042 weeks
2611.74754 -2.2554 (261*2π)/4042 weeks
2622.32151 -2.38625 (262*2π)/4042 weeks
2632.96467 -2.09087 (263*2π)/4042 weeks
2643.19809 -1.58537 (264*2π)/4042 weeks
2653.18752 -1.10801 (265*2π)/4042 weeks
2663.10271 -.82072 (266*2π)/4042 weeks
2672.98148 -.42434 (267*2π)/4042 weeks
2682.67519 .01422 (268*2π)/4042 weeks
2691.96986 .25673 (269*2π)/4042 weeks
2701.23373 .06837 (270*2π)/4041 weeks
271.72979 -.45376 (271*2π)/4041 weeks
272.47413 -1.05904 (272*2π)/4041 weeks
273.38555 -1.62031 (273*2π)/4041 weeks
274.55782 -2.29331 (274*2π)/4041 weeks
275.85374 -2.92301 (275*2π)/4041 weeks
2761.55009 -3.22949 (276*2π)/4041 weeks
2772.15677 -3.20974 (277*2π)/4041 weeks
2782.44968 -3.14021 (278*2π)/4041 weeks
2792.95002 -3.10006 (279*2π)/4041 weeks
2803.5003 -2.85957 (280*2π)/4041 weeks
2813.83319 -2.3137 (281*2π)/4041 weeks
2823.92483 -1.62656 (282*2π)/4041 weeks
2833.76041 -1.20798 (283*2π)/4041 weeks
2843.58653 -.65395 (284*2π)/4041 weeks
2853.18132 -.05147 (285*2π)/4041 weeks
2862.26502 .23489 (286*2π)/4041 weeks
2871.4563 .16149 (287*2π)/4041 weeks
288.65468 -.25777 (288*2π)/4041 weeks
289-.04981 -.94264 (289*2π)/4041 weeks
290-.33657 -2.04152 (290*2π)/4041 weeks
291-.03734 -3.10902 (291*2π)/4041 weeks
292.55398 -3.76072 (292*2π)/4041 weeks
2931.24525 -4.20649 (293*2π)/4041 weeks
2941.91916 -4.44656 (294*2π)/4041 weeks
2952.78008 -4.45956 (295*2π)/4041 weeks
2963.46508 -4.04974 (296*2π)/4041 weeks
2973.79783 -3.60396 (297*2π)/4041 weeks
2984.13153 -3.23781 (298*2π)/4041 weeks
2994.52594 -2.64011 (299*2π)/4041 weeks
3004.53041 -1.8772 (300*2π)/4041 weeks
3014.19517 -1.00384 (301*2π)/4041 weeks
3023.44811 -.54567 (302*2π)/4041 weeks
3032.66891 -.46576 (303*2π)/4041 weeks
3042.03956 -.63312 (304*2π)/4041 weeks
3051.5383 -.97373 (305*2π)/4041 weeks
3061.0772 -1.42367 (306*2π)/4041 weeks
307.82372 -2.03159 (307*2π)/4041 weeks
308.91713 -2.85956 (308*2π)/4041 weeks
3091.44054 -3.30835 (309*2π)/4041 weeks
3101.84797 -3.55185 (310*2π)/4041 weeks
3112.45745 -3.74222 (311*2π)/4041 weeks
3123.36477 -3.43553 (312*2π)/4041 weeks
3133.63505 -2.45019 (313*2π)/4041 weeks
3143.25756 -1.52958 (314*2π)/4041 weeks
3152.54368 -1.25213 (315*2π)/4041 weeks
3161.96035 -1.05158 (316*2π)/4041 weeks
3171.06003 -.86587 (317*2π)/4041 weeks
318-.17296 -1.50908 (318*2π)/4041 weeks
319-.80471 -2.81237 (319*2π)/4041 weeks
320-.58889 -4.03355 (320*2π)/4041 weeks
321-.18659 -5.15274 (321*2π)/4041 weeks
322.73957 -6.16398 (322*2π)/4041 weeks
3232.20813 -6.65775 (323*2π)/4041 weeks
3243.79231 -6.17224 (324*2π)/4041 weeks
3254.64223 -5.08919 (325*2π)/4041 weeks
3264.99338 -3.91126 (326*2π)/4041 weeks
3274.91408 -2.63574 (327*2π)/4041 weeks
3284.11353 -1.43295 (328*2π)/4041 weeks
3292.90842 -.90543 (329*2π)/4041 weeks
3301.42446 -.66192 (330*2π)/4041 weeks
331.06759 -1.35872 (331*2π)/4041 weeks
332-1.04533 -2.40645 (332*2π)/4041 weeks
333-1.6037 -3.81978 (333*2π)/4041 weeks
334-1.7232 -5.39302 (334*2π)/4041 weeks
335-1.21789 -7.23753 (335*2π)/4041 weeks
336.0159 -8.49622 (336*2π)/4041 weeks
3371.63546 -9.32856 (337*2π)/4041 weeks
3383.3222 -9.64444 (338*2π)/4041 weeks
3395.11094 -9.36057 (339*2π)/4041 weeks
3407.08836 -8.2863 (340*2π)/4041 weeks
3418.07847 -6.21168 (341*2π)/4041 weeks
3427.82804 -4.44849 (342*2π)/4041 weeks
3437.46573 -3.28024 (343*2π)/4041 weeks
3447.04877 -1.86998 (344*2π)/4041 weeks
3455.99389 -.46396 (345*2π)/4041 weeks
3464.04052 .29965 (346*2π)/4041 weeks
3472.22221 .04918 (347*2π)/4041 weeks
3481.042 -.62654 (348*2π)/4041 weeks
349-.26637 -1.3421 (349*2π)/4041 weeks
350-1.38235 -2.94919 (350*2π)/4041 weeks
351-1.34607 -4.67726 (351*2π)/4041 weeks
352-.74852 -5.92681 (352*2π)/4041 weeks
353.02185 -6.74019 (353*2π)/4041 weeks
354.95035 -7.15327 (354*2π)/4041 weeks
3551.56063 -6.99394 (355*2π)/4041 weeks
3562.12426 -6.916 (356*2π)/4041 weeks
3571.91369 -6.37257 (357*2π)/4041 weeks
3581.72383 -6.52065 (358*2π)/4041 weeks
3591.58045 -7.07851 (359*2π)/4041 weeks
3601.75049 -7.25513 (360*2π)/4041 weeks
3612.02945 -7.45681 (361*2π)/4041 weeks
3622.04331 -7.41561 (362*2π)/4041 weeks
3632.08679 -7.69707 (363*2π)/4041 weeks
3642.19963 -7.75367 (364*2π)/4041 weeks
3651.92078 -7.58399 (365*2π)/4041 weeks
3661.38344 -8.40254 (366*2π)/4041 weeks
3671.63663 -9.38274 (367*2π)/4041 weeks
3682.39185 -9.86494 (368*2π)/4041 weeks
3693.06623 -9.89059 (369*2π)/4041 weeks
3703.28371 -10.32192 (370*2π)/4041 weeks
3714.47096 -10.60122 (371*2π)/4041 weeks
3725.85533 -9.82225 (372*2π)/4041 weeks
3736.39076 -8.07438 (373*2π)/4041 weeks
3745.69942 -6.13064 (374*2π)/4041 weeks
3754.10863 -4.88129 (375*2π)/4041 weeks
3761.67382 -4.18685 (376*2π)/4041 weeks
377-.97583 -4.53868 (377*2π)/4041 weeks
378-3.64637 -6.11777 (378*2π)/4041 weeks
379-5.87996 -8.8329 (379*2π)/4041 weeks
380-6.72066 -11.79074 (380*2π)/4041 weeks
381-7.33427 -15.36779 (381*2π)/4041 weeks
382-7.02469 -18.9031 (382*2π)/4041 weeks
383-4.89008 -23.14223 (383*2π)/4041 weeks
384-1.95753 -25.68977 (384*2π)/4041 weeks
3851.68494 -26.96715 (385*2π)/4041 weeks
3864.67757 -27.24219 (386*2π)/4041 weeks
3877.32061 -26.78556 (387*2π)/4041 weeks
3889.28036 -25.23302 (388*2π)/4041 weeks
3899.58965 -23.33605 (389*2π)/4041 weeks
3907.67559 -22.36403 (390*2π)/4041 weeks
3915.4612 -23.89595 (391*2π)/4041 weeks
3923.75357 -26.97371 (392*2π)/4041 weeks
3932.73422 -31.41675 (393*2π)/4041 weeks
3942.8496 -36.99943 (394*2π)/4041 weeks
3955.52946 -45.59467 (395*2π)/4041 weeks
39611.74378 -53.46727 (396*2π)/4041 weeks
39721.92276 -58.01175 (397*2π)/4041 weeks
39830.43145 -62.8801 (398*2π)/4041 weeks
39945.81868 -65.85175 (399*2π)/4041 weeks
40061.13931 -64.35337 (400*2π)/4041 weeks
40177.49934 -57.02131 (401*2π)/4041 weeks
40295.45533 -47.1627 (402*2π)/4041 weeks



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