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Fourier Analysis of MSLP (MusclePharm Corporation)


MSLP (MusclePharm Corporation) appears to have interesting cyclic behaviour every 42 weeks (38.4371*sine), 38 weeks (32.3352*sine), and 26 weeks (9.3288*cosine).

MSLP (MusclePharm Corporation) has an average price of 61.56 (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 4/23/2018 for MSLP (MusclePharm Corporation), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
061.5605   0 
1102.8486 27.29974 (1*2π)/419419 weeks
293.30219 44.20145 (2*2π)/419210 weeks
376.13123 54.26872 (3*2π)/419140 weeks
461.4521 61.59184 (4*2π)/419105 weeks
546.77174 63.28214 (5*2π)/41984 weeks
632.10284 62.04089 (6*2π)/41970 weeks
723.10708 56.63429 (7*2π)/41960 weeks
814.20271 53.54865 (8*2π)/41952 weeks
97.07271 46.18972 (9*2π)/41947 weeks
102.90194 38.43713 (10*2π)/41942 weeks
112.75127 32.33521 (11*2π)/41938 weeks
123.1517 27.54699 (12*2π)/41935 weeks
134.36403 24.1669 (13*2π)/41932 weeks
146.19866 22.10152 (14*2π)/41930 weeks
158.47661 21.69668 (15*2π)/41928 weeks
169.32878 23.31216 (16*2π)/41926 weeks
178.42609 25.01216 (17*2π)/41925 weeks
186.17264 26.01643 (18*2π)/41923 weeks
193.57488 26.23811 (19*2π)/41922 weeks
20.68885 25.84632 (20*2π)/41921 weeks
21-2.66131 24.14512 (21*2π)/41920 weeks
22-5.39756 21.64345 (22*2π)/41919 weeks
23-6.81828 17.54406 (23*2π)/41918 weeks
24-7.11218 14.30511 (24*2π)/41917 weeks
25-6.38004 11.09742 (25*2π)/41917 weeks
26-5.57461 8.29043 (26*2π)/41916 weeks
27-3.44065 5.84096 (27*2π)/41916 weeks
28-.94765 4.38186 (28*2π)/41915 weeks
291.52082 4.04167 (29*2π)/41914 weeks
303.83176 4.61669 (30*2π)/41914 weeks
315.33585 5.73643 (31*2π)/41914 weeks
326.14388 7.5104 (32*2π)/41913 weeks
335.82039 9.20229 (33*2π)/41913 weeks
344.60378 10.16022 (34*2π)/41912 weeks
353.39427 10.10159 (35*2π)/41912 weeks
362.95661 9.52679 (36*2π)/41912 weeks
372.53225 9.61864 (37*2π)/41911 weeks
381.86824 9.30402 (38*2π)/41911 weeks
391.36697 8.45373 (39*2π)/41911 weeks
401.48476 7.52626 (40*2π)/41910 weeks
412.11255 7.40839 (41*2π)/41910 weeks
422.06924 7.46643 (42*2π)/41910 weeks
431.92589 7.32364 (43*2π)/41910 weeks
442.03175 7.15871 (44*2π)/41910 weeks
451.85315 7.17634 (45*2π)/4199 weeks
461.69401 6.90009 (46*2π)/4199 weeks
471.42188 6.62051 (47*2π)/4199 weeks
481.72224 6.29944 (48*2π)/4199 weeks
491.99272 6.1596 (49*2π)/4199 weeks
501.90466 6.76591 (50*2π)/4198 weeks
511.45605 6.76379 (51*2π)/4198 weeks
52.7868 6.88329 (52*2π)/4198 weeks
53-.05867 6.43585 (53*2π)/4198 weeks
54-.76504 5.65092 (54*2π)/4198 weeks
55-1.30803 4.46449 (55*2π)/4198 weeks
56-1.33421 2.85414 (56*2π)/4197 weeks
57-.31003 1.33558 (57*2π)/4197 weeks
58.91864 .63954 (58*2π)/4197 weeks
591.97503 .03724 (59*2π)/4197 weeks
603.62769 -.29264 (60*2π)/4197 weeks
615.48983 .20967 (61*2π)/4197 weeks
626.62132 1.50354 (62*2π)/4197 weeks
637.15761 2.85383 (63*2π)/4197 weeks
647.42989 3.91426 (64*2π)/4197 weeks
657.77618 5.31994 (65*2π)/4196 weeks
667.3128 7.32354 (66*2π)/4196 weeks
675.70243 8.80685 (67*2π)/4196 weeks
683.98904 9.2175 (68*2π)/4196 weeks
692.29081 9.15463 (69*2π)/4196 weeks
70.747 8.70704 (70*2π)/4196 weeks
71-.53667 7.68825 (71*2π)/4196 weeks
72-1.55352 6.22862 (72*2π)/4196 weeks
73-1.66395 4.63173 (73*2π)/4196 weeks
74-1.38221 3.20485 (74*2π)/4196 weeks
75-.70104 1.91536 (75*2π)/4196 weeks
76.36499 1.10098 (76*2π)/4196 weeks
771.77862 .60613 (77*2π)/4195 weeks
783.01872 .95489 (78*2π)/4195 weeks
794.15413 1.55739 (79*2π)/4195 weeks
804.78791 2.72266 (80*2π)/4195 weeks
814.80256 3.88812 (81*2π)/4195 weeks
824.43962 4.97804 (82*2π)/4195 weeks
833.6223 5.98098 (83*2π)/4195 weeks
842.1415 6.4223 (84*2π)/4195 weeks
85.76616 5.97928 (85*2π)/4195 weeks
86-.12827 5.0522 (86*2π)/4195 weeks
87-.54526 4.00469 (87*2π)/4195 weeks
88-.78297 2.93698 (88*2π)/4195 weeks
89-.32168 1.65636 (89*2π)/4195 weeks
90.73949 .87537 (90*2π)/4195 weeks
911.72393 .96375 (91*2π)/4195 weeks
922.30283 1.15403 (92*2π)/4195 weeks
932.87485 1.32641 (93*2π)/4195 weeks
943.47427 2.03836 (94*2π)/4194 weeks
953.4692 2.9219 (95*2π)/4194 weeks
962.73274 3.59172 (96*2π)/4194 weeks
972.02961 3.53407 (97*2π)/4194 weeks
981.58706 3.29522 (98*2π)/4194 weeks
991.1594 3.05886 (99*2π)/4194 weeks
100.76472 2.42563 (100*2π)/4194 weeks
101.88886 1.71846 (101*2π)/4194 weeks
1021.1781 1.1746 (102*2π)/4194 weeks
1031.60702 .83582 (103*2π)/4194 weeks
1042.13095 .55595 (104*2π)/4194 weeks
1052.74618 .43148 (105*2π)/4194 weeks
1063.476 .58673 (106*2π)/4194 weeks
1074.15133 1.09441 (107*2π)/4194 weeks
1084.36923 1.90565 (108*2π)/4194 weeks
1094.34048 2.62614 (109*2π)/4194 weeks
1103.96243 3.1458 (110*2π)/4194 weeks
1113.6544 3.48437 (111*2π)/4194 weeks
1123.34576 3.90118 (112*2π)/4194 weeks
1132.71806 4.29007 (113*2π)/4194 weeks
1141.91247 4.30558 (114*2π)/4194 weeks
1151.28064 4.08384 (115*2π)/4194 weeks
116.62342 3.70915 (116*2π)/4194 weeks
117.07468 3.1454 (117*2π)/4194 weeks
118-.31172 2.21286 (118*2π)/4194 weeks
119-.17928 1.16996 (119*2π)/4194 weeks
120.43613 .40022 (120*2π)/4193 weeks
1211.12222 -.0634 (121*2π)/4193 weeks
1221.90849 -.21152 (122*2π)/4193 weeks
1232.72757 -.16567 (123*2π)/4193 weeks
1243.32256 .40253 (124*2π)/4193 weeks
1253.58615 .91514 (125*2π)/4193 weeks
1263.65587 1.33705 (126*2π)/4193 weeks
1273.81142 1.89371 (127*2π)/4193 weeks
1283.58907 2.44553 (128*2π)/4193 weeks
1293.14929 2.90199 (129*2π)/4193 weeks
1302.68129 3.04862 (130*2π)/4193 weeks
1312.27828 3.00809 (131*2π)/4193 weeks
1321.94029 3.14677 (132*2π)/4193 weeks
1331.35808 3.085 (133*2π)/4193 weeks
134.72122 2.67841 (134*2π)/4193 weeks
135.49544 2.13075 (135*2π)/4193 weeks
136.39111 1.47918 (136*2π)/4193 weeks
137.46862 .96179 (137*2π)/4193 weeks
138.72545 .40585 (138*2π)/4193 weeks
1391.20702 -.0747 (139*2π)/4193 weeks
1401.89235 -.24727 (140*2π)/4193 weeks
1412.5563 -.03516 (141*2π)/4193 weeks
1422.85812 .37889 (142*2π)/4193 weeks
1432.99088 .75297 (143*2π)/4193 weeks
1443.05382 1.01852 (144*2π)/4193 weeks
1453.11038 1.43928 (145*2π)/4193 weeks
1462.9442 1.89474 (146*2π)/4193 weeks
1472.41994 2.27906 (147*2π)/4193 weeks
1481.83534 2.22728 (148*2π)/4193 weeks
1491.41502 1.99133 (149*2π)/4193 weeks
1501.05577 1.77121 (150*2π)/4193 weeks
151.71385 1.29073 (151*2π)/4193 weeks
152.59595 .66565 (152*2π)/4193 weeks
153.81794 .0107 (153*2π)/4193 weeks
1541.23871 -.40706 (154*2π)/4193 weeks
1551.72863 -.67271 (155*2π)/4193 weeks
1562.33587 -.75713 (156*2π)/4193 weeks
1572.94939 -.46683 (157*2π)/4193 weeks
1583.16788 .01725 (158*2π)/4193 weeks
1593.07143 .38606 (159*2π)/4193 weeks
1602.95616 .44538 (160*2π)/4193 weeks
1613.01521 .50777 (161*2π)/4193 weeks
1623.03777 .60815 (162*2π)/4193 weeks
1632.98282 .73206 (163*2π)/4193 weeks
1642.99616 .70519 (164*2π)/4193 weeks
1653.07282 .83162 (165*2π)/4193 weeks
1663.04499 1.01411 (166*2π)/4193 weeks
1672.8796 1.0169 (167*2π)/4193 weeks
1682.87473 .91194 (168*2π)/4192 weeks
1693.14365 .87076 (169*2π)/4192 weeks
1703.33487 1.20294 (170*2π)/4192 weeks
1713.29839 1.59878 (171*2π)/4192 weeks
1723.07374 1.78865 (172*2π)/4192 weeks
1732.96642 2.05316 (173*2π)/4192 weeks
1742.67179 2.37581 (174*2π)/4192 weeks
1752.18073 2.5621 (175*2π)/4192 weeks
1761.61832 2.52998 (176*2π)/4192 weeks
1771.16269 2.24768 (177*2π)/4192 weeks
178.87794 1.95713 (178*2π)/4192 weeks
179.59735 1.70377 (179*2π)/4192 weeks
180.28493 1.26583 (180*2π)/4192 weeks
181.19456 .71621 (181*2π)/4192 weeks
182.32046 .15883 (182*2π)/4192 weeks
183.59551 -.14927 (183*2π)/4192 weeks
184.79612 -.39025 (184*2π)/4192 weeks
185.95152 -.68666 (185*2π)/4192 weeks
1861.3134 -.94883 (186*2π)/4192 weeks
1871.78517 -1.0167 (187*2π)/4192 weeks
1882.01421 -.90597 (188*2π)/4192 weeks
1892.18221 -.99357 (189*2π)/4192 weeks
1902.67383 -1.07265 (190*2π)/4192 weeks
1913.17022 -.65065 (191*2π)/4192 weeks
1923.19455 -.08661 (192*2π)/4192 weeks
1932.9487 .09928 (193*2π)/4192 weeks
1942.9443 .17972 (194*2π)/4192 weeks
1952.92402 .37373 (195*2π)/4192 weeks
1962.74834 .53774 (196*2π)/4192 weeks
1972.72192 .51805 (197*2π)/4192 weeks
1982.70834 .71775 (198*2π)/4192 weeks
1992.49426 1.0824 (199*2π)/4192 weeks
2001.88366 1.09355 (200*2π)/4192 weeks
2011.53397 .64992 (201*2π)/4192 weeks
2021.58838 .26731 (202*2π)/4192 weeks
2031.6537 .15351 (203*2π)/4192 weeks
2041.61169 -.05188 (204*2π)/4192 weeks
2051.7198 -.3425 (205*2π)/4192 weeks
2062.00817 -.53496 (206*2π)/4192 weeks
2072.38263 -.48205 (207*2π)/4192 weeks
2082.53703 -.24632 (208*2π)/4192 weeks
2092.56481 -.05423 (209*2π)/4192 weeks
2102.56481 .05423 (210*2π)/4192 weeks
2112.53703 .24632 (211*2π)/4192 weeks
2122.38263 .48205 (212*2π)/4192 weeks
2132.00817 .53496 (213*2π)/4192 weeks
2141.7198 .3425 (214*2π)/4192 weeks
2151.61169 .05188 (215*2π)/4192 weeks
2161.6537 -.15351 (216*2π)/4192 weeks
2171.58838 -.26731 (217*2π)/4192 weeks
2181.53397 -.64992 (218*2π)/4192 weeks
2191.88366 -1.09355 (219*2π)/4192 weeks
2202.49426 -1.0824 (220*2π)/4192 weeks
2212.70834 -.71775 (221*2π)/4192 weeks
2222.72192 -.51805 (222*2π)/4192 weeks
2232.74834 -.53774 (223*2π)/4192 weeks
2242.92402 -.37373 (224*2π)/4192 weeks
2252.9443 -.17972 (225*2π)/4192 weeks
2262.9487 -.09928 (226*2π)/4192 weeks
2273.19455 .08661 (227*2π)/4192 weeks
2283.17022 .65065 (228*2π)/4192 weeks
2292.67383 1.07265 (229*2π)/4192 weeks
2302.18221 .99357 (230*2π)/4192 weeks
2312.01421 .90597 (231*2π)/4192 weeks
2321.78517 1.0167 (232*2π)/4192 weeks
2331.3134 .94883 (233*2π)/4192 weeks
234.95152 .68666 (234*2π)/4192 weeks
235.79612 .39025 (235*2π)/4192 weeks
236.59551 .14927 (236*2π)/4192 weeks
237.32046 -.15883 (237*2π)/4192 weeks
238.19456 -.71621 (238*2π)/4192 weeks
239.28493 -1.26583 (239*2π)/4192 weeks
240.59735 -1.70377 (240*2π)/4192 weeks
241.87794 -1.95713 (241*2π)/4192 weeks
2421.16269 -2.24768 (242*2π)/4192 weeks
2431.61832 -2.52998 (243*2π)/4192 weeks
2442.18073 -2.5621 (244*2π)/4192 weeks
2452.67179 -2.37581 (245*2π)/4192 weeks
2462.96642 -2.05316 (246*2π)/4192 weeks
2473.07374 -1.78865 (247*2π)/4192 weeks
2483.29839 -1.59878 (248*2π)/4192 weeks
2493.33487 -1.20294 (249*2π)/4192 weeks
2503.14365 -.87076 (250*2π)/4192 weeks
2512.87473 -.91194 (251*2π)/4192 weeks
2522.8796 -1.0169 (252*2π)/4192 weeks
2533.04499 -1.01411 (253*2π)/4192 weeks
2543.07282 -.83162 (254*2π)/4192 weeks
2552.99616 -.70519 (255*2π)/4192 weeks
2562.98282 -.73206 (256*2π)/4192 weeks
2573.03777 -.60815 (257*2π)/4192 weeks
2583.01521 -.50777 (258*2π)/4192 weeks
2592.95616 -.44538 (259*2π)/4192 weeks
2603.07143 -.38606 (260*2π)/4192 weeks
2613.16788 -.01725 (261*2π)/4192 weeks
2622.94939 .46683 (262*2π)/4192 weeks
2632.33587 .75713 (263*2π)/4192 weeks
2641.72863 .67271 (264*2π)/4192 weeks
2651.23871 .40706 (265*2π)/4192 weeks
266.81794 -.0107 (266*2π)/4192 weeks
267.59595 -.66565 (267*2π)/4192 weeks
268.71385 -1.29073 (268*2π)/4192 weeks
2691.05577 -1.77121 (269*2π)/4192 weeks
2701.41502 -1.99133 (270*2π)/4192 weeks
2711.83534 -2.22728 (271*2π)/4192 weeks
2722.41994 -2.27906 (272*2π)/4192 weeks
2732.9442 -1.89474 (273*2π)/4192 weeks
2743.11038 -1.43928 (274*2π)/4192 weeks
2753.05382 -1.01852 (275*2π)/4192 weeks
2762.99088 -.75297 (276*2π)/4192 weeks
2772.85812 -.37889 (277*2π)/4192 weeks
2782.5563 .03516 (278*2π)/4192 weeks
2791.89235 .24727 (279*2π)/4192 weeks
2801.20702 .0747 (280*2π)/4191 weeks
281.72545 -.40585 (281*2π)/4191 weeks
282.46862 -.96179 (282*2π)/4191 weeks
283.39111 -1.47918 (283*2π)/4191 weeks
284.49544 -2.13075 (284*2π)/4191 weeks
285.72122 -2.67841 (285*2π)/4191 weeks
2861.35808 -3.085 (286*2π)/4191 weeks
2871.94029 -3.14677 (287*2π)/4191 weeks
2882.27828 -3.00809 (288*2π)/4191 weeks
2892.68129 -3.04862 (289*2π)/4191 weeks
2903.14929 -2.90199 (290*2π)/4191 weeks
2913.58907 -2.44553 (291*2π)/4191 weeks
2923.81142 -1.89371 (292*2π)/4191 weeks
2933.65587 -1.33705 (293*2π)/4191 weeks
2943.58615 -.91514 (294*2π)/4191 weeks
2953.32256 -.40253 (295*2π)/4191 weeks
2962.72757 .16567 (296*2π)/4191 weeks
2971.90849 .21152 (297*2π)/4191 weeks
2981.12222 .0634 (298*2π)/4191 weeks
299.43613 -.40022 (299*2π)/4191 weeks
300-.17928 -1.16996 (300*2π)/4191 weeks
301-.31172 -2.21286 (301*2π)/4191 weeks
302.07468 -3.1454 (302*2π)/4191 weeks
303.62342 -3.70915 (303*2π)/4191 weeks
3041.28064 -4.08384 (304*2π)/4191 weeks
3051.91247 -4.30558 (305*2π)/4191 weeks
3062.71806 -4.29007 (306*2π)/4191 weeks
3073.34576 -3.90118 (307*2π)/4191 weeks
3083.6544 -3.48437 (308*2π)/4191 weeks
3093.96243 -3.1458 (309*2π)/4191 weeks
3104.34048 -2.62614 (310*2π)/4191 weeks
3114.36923 -1.90565 (311*2π)/4191 weeks
3124.15133 -1.09441 (312*2π)/4191 weeks
3133.476 -.58673 (313*2π)/4191 weeks
3142.74618 -.43148 (314*2π)/4191 weeks
3152.13095 -.55595 (315*2π)/4191 weeks
3161.60702 -.83582 (316*2π)/4191 weeks
3171.1781 -1.1746 (317*2π)/4191 weeks
318.88886 -1.71846 (318*2π)/4191 weeks
319.76472 -2.42563 (319*2π)/4191 weeks
3201.1594 -3.05886 (320*2π)/4191 weeks
3211.58706 -3.29522 (321*2π)/4191 weeks
3222.02961 -3.53407 (322*2π)/4191 weeks
3232.73274 -3.59172 (323*2π)/4191 weeks
3243.4692 -2.9219 (324*2π)/4191 weeks
3253.47427 -2.03836 (325*2π)/4191 weeks
3262.87485 -1.32641 (326*2π)/4191 weeks
3272.30283 -1.15403 (327*2π)/4191 weeks
3281.72393 -.96375 (328*2π)/4191 weeks
329.73949 -.87537 (329*2π)/4191 weeks
330-.32168 -1.65636 (330*2π)/4191 weeks
331-.78297 -2.93698 (331*2π)/4191 weeks
332-.54526 -4.00469 (332*2π)/4191 weeks
333-.12827 -5.0522 (333*2π)/4191 weeks
334.76616 -5.97928 (334*2π)/4191 weeks
3352.1415 -6.4223 (335*2π)/4191 weeks
3363.6223 -5.98098 (336*2π)/4191 weeks
3374.43962 -4.97804 (337*2π)/4191 weeks
3384.80256 -3.88812 (338*2π)/4191 weeks
3394.78791 -2.72266 (339*2π)/4191 weeks
3404.15413 -1.55739 (340*2π)/4191 weeks
3413.01872 -.95489 (341*2π)/4191 weeks
3421.77862 -.60613 (342*2π)/4191 weeks
343.36499 -1.10098 (343*2π)/4191 weeks
344-.70104 -1.91536 (344*2π)/4191 weeks
345-1.38221 -3.20485 (345*2π)/4191 weeks
346-1.66395 -4.63173 (346*2π)/4191 weeks
347-1.55352 -6.22862 (347*2π)/4191 weeks
348-.53667 -7.68825 (348*2π)/4191 weeks
349.747 -8.70704 (349*2π)/4191 weeks
3502.29081 -9.15463 (350*2π)/4191 weeks
3513.98904 -9.2175 (351*2π)/4191 weeks
3525.70243 -8.80685 (352*2π)/4191 weeks
3537.3128 -7.32354 (353*2π)/4191 weeks
3547.77618 -5.31994 (354*2π)/4191 weeks
3557.42989 -3.91426 (355*2π)/4191 weeks
3567.15761 -2.85383 (356*2π)/4191 weeks
3576.62132 -1.50354 (357*2π)/4191 weeks
3585.48983 -.20967 (358*2π)/4191 weeks
3593.62769 .29264 (359*2π)/4191 weeks
3601.97503 -.03724 (360*2π)/4191 weeks
361.91864 -.63954 (361*2π)/4191 weeks
362-.31003 -1.33558 (362*2π)/4191 weeks
363-1.33421 -2.85414 (363*2π)/4191 weeks
364-1.30803 -4.46449 (364*2π)/4191 weeks
365-.76504 -5.65092 (365*2π)/4191 weeks
366-.05867 -6.43585 (366*2π)/4191 weeks
367.7868 -6.88329 (367*2π)/4191 weeks
3681.45605 -6.76379 (368*2π)/4191 weeks
3691.90466 -6.76591 (369*2π)/4191 weeks
3701.99272 -6.1596 (370*2π)/4191 weeks
3711.72224 -6.29944 (371*2π)/4191 weeks
3721.42188 -6.62051 (372*2π)/4191 weeks
3731.69401 -6.90009 (373*2π)/4191 weeks
3741.85315 -7.17634 (374*2π)/4191 weeks
3752.03175 -7.15871 (375*2π)/4191 weeks
3761.92589 -7.32364 (376*2π)/4191 weeks
3772.06924 -7.46643 (377*2π)/4191 weeks
3782.11255 -7.40839 (378*2π)/4191 weeks
3791.48476 -7.52626 (379*2π)/4191 weeks
3801.36697 -8.45373 (380*2π)/4191 weeks
3811.86824 -9.30402 (381*2π)/4191 weeks
3822.53225 -9.61864 (382*2π)/4191 weeks
3832.95661 -9.52679 (383*2π)/4191 weeks
3843.39427 -10.10159 (384*2π)/4191 weeks
3854.60378 -10.16022 (385*2π)/4191 weeks
3865.82039 -9.20229 (386*2π)/4191 weeks
3876.14388 -7.5104 (387*2π)/4191 weeks
3885.33585 -5.73643 (388*2π)/4191 weeks
3893.83176 -4.61669 (389*2π)/4191 weeks
3901.52082 -4.04167 (390*2π)/4191 weeks
391-.94765 -4.38186 (391*2π)/4191 weeks
392-3.44065 -5.84096 (392*2π)/4191 weeks
393-5.57461 -8.29043 (393*2π)/4191 weeks
394-6.38004 -11.09742 (394*2π)/4191 weeks
395-7.11218 -14.30511 (395*2π)/4191 weeks
396-6.81828 -17.54406 (396*2π)/4191 weeks
397-5.39756 -21.64345 (397*2π)/4191 weeks
398-2.66131 -24.14512 (398*2π)/4191 weeks
399.68885 -25.84632 (399*2π)/4191 weeks
4003.57488 -26.23811 (400*2π)/4191 weeks
4016.17264 -26.01643 (401*2π)/4191 weeks
4028.42609 -25.01216 (402*2π)/4191 weeks
4039.32878 -23.31216 (403*2π)/4191 weeks
4048.47661 -21.69668 (404*2π)/4191 weeks
4056.19866 -22.10152 (405*2π)/4191 weeks
4064.36403 -24.1669 (406*2π)/4191 weeks
4073.1517 -27.54699 (407*2π)/4191 weeks
4082.75127 -32.33521 (408*2π)/4191 weeks
4092.90194 -38.43713 (409*2π)/4191 weeks
4107.07271 -46.18972 (410*2π)/4191 weeks
41114.20271 -53.54865 (411*2π)/4191 weeks
41223.10708 -56.63429 (412*2π)/4191 weeks
41332.10284 -62.04089 (413*2π)/4191 weeks
41446.77174 -63.28214 (414*2π)/4191 weeks
41561.4521 -61.59184 (415*2π)/4191 weeks
41676.13123 -54.26872 (416*2π)/4191 weeks
41793.30219 -44.20145 (417*2π)/4191 weeks



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