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Fourier Analysis of MSLP (MUSCLEPHARM CORP)


MSLP (MUSCLEPHARM CORP) appears to have interesting cyclic behaviour every 35 weeks (32.8093*sine), 21 weeks (30.9185*sine), and 22 weeks (30.1809*sine).

MSLP (MUSCLEPHARM CORP) has an average price of 70.45 (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 4/27/2010 to 1/17/2017 for MSLP (MUSCLEPHARM CORP), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
070.4474   0 
1115.6515 32.97548 (1*2π)/352352 weeks
299.3745 55.44163 (2*2π)/352176 weeks
380.05629 65.78166 (3*2π)/352117 weeks
459.20076 70.7213 (4*2π)/35288 weeks
540.27917 70.5888 (5*2π)/35270 weeks
628.006 64.37755 (6*2π)/35259 weeks
715.25852 59.37062 (7*2π)/35250 weeks
87.33269 50.0434 (8*2π)/35244 weeks
94.4041 40.07626 (9*2π)/35239 weeks
104.21134 32.80931 (10*2π)/35235 weeks
115.81349 27.9833 (11*2π)/35232 weeks
128.07022 24.70013 (12*2π)/35229 weeks
1311.66886 24.39751 (13*2π)/35227 weeks
1412.36686 27.04835 (14*2π)/35225 weeks
1510.36919 29.06284 (15*2π)/35223 weeks
167.8129 30.18085 (16*2π)/35222 weeks
173.88969 30.91849 (17*2π)/35221 weeks
18-.65036 29.06566 (18*2π)/35220 weeks
19-4.77989 25.7904 (19*2π)/35219 weeks
20-6.72563 21.59327 (20*2π)/35218 weeks
21-7.18539 16.85329 (21*2π)/35217 weeks
22-7.07832 12.94702 (22*2π)/35216 weeks
23-5.34393 9.01926 (23*2π)/35215 weeks
24-2.20603 6.29497 (24*2π)/35215 weeks
251.06844 5.31693 (25*2π)/35214 weeks
263.78038 5.58387 (26*2π)/35214 weeks
276.12229 7.2011 (27*2π)/35213 weeks
286.55633 9.54537 (28*2π)/35213 weeks
295.45242 10.86008 (29*2π)/35212 weeks
304.34974 10.7644 (30*2π)/35212 weeks
314.14061 10.92346 (31*2π)/35211 weeks
323.28388 10.97336 (32*2π)/35211 weeks
332.34115 10.17406 (33*2π)/35211 weeks
342.43609 8.9063 (34*2π)/35210 weeks
352.91773 8.87595 (35*2π)/35210 weeks
362.84216 8.76424 (36*2π)/35210 weeks
372.97432 8.51392 (37*2π)/35210 weeks
382.80233 8.62877 (38*2π)/3529 weeks
392.67233 8.38245 (39*2π)/3529 weeks
402.38148 7.91027 (40*2π)/3529 weeks
412.53849 7.47936 (41*2π)/3529 weeks
423.29107 7.90533 (42*2π)/3528 weeks
432.99086 8.41762 (43*2π)/3528 weeks
442.27011 9.03349 (44*2π)/3528 weeks
451.13662 9.18893 (45*2π)/3528 weeks
46-.43836 8.88046 (46*2π)/3528 weeks
47-2.02776 7.43396 (47*2π)/3527 weeks
48-2.45781 5.08431 (48*2π)/3527 weeks
49-2.03653 3.31886 (49*2π)/3527 weeks
50-1.44372 1.3076 (50*2π)/3527 weeks
51.29594 -.50202 (51*2π)/3527 weeks
522.75455 -1.01359 (52*2π)/3527 weeks
534.77353 -.57269 (53*2π)/3527 weeks
546.22922 -.10362 (54*2π)/3527 weeks
558.36431 .85751 (55*2π)/3526 weeks
569.68183 3.52274 (56*2π)/3526 weeks
579.10704 5.95121 (57*2π)/3526 weeks
588.02937 7.80843 (58*2π)/3526 weeks
596.39249 9.22265 (59*2π)/3526 weeks
604.35918 9.78551 (60*2π)/3526 weeks
612.12065 9.32398 (61*2π)/3526 weeks
62.48782 8.17077 (62*2π)/3526 weeks
63-.59122 6.49729 (63*2π)/3526 weeks
64-.86128 4.71177 (64*2π)/3526 weeks
65-.29105 2.64208 (65*2π)/3525 weeks
66.95414 1.39127 (66*2π)/3525 weeks
672.77052 .82737 (67*2π)/3525 weeks
684.38397 1.17635 (68*2π)/3525 weeks
695.71655 2.12453 (69*2π)/3525 weeks
706.54994 3.8007 (70*2π)/3525 weeks
716.02257 5.69302 (71*2π)/3525 weeks
724.64126 6.79631 (72*2π)/3525 weeks
733.13706 7.02395 (73*2π)/3525 weeks
741.70121 6.85624 (74*2π)/3525 weeks
75.34377 5.64657 (75*2π)/3525 weeks
76.18769 3.9154 (76*2π)/3525 weeks
77.71356 2.97924 (77*2π)/3525 weeks
781.14527 2.24931 (78*2π)/3525 weeks
792.25629 1.56031 (79*2π)/3524 weeks
803.49789 1.80509 (80*2π)/3524 weeks
813.96088 2.95466 (81*2π)/3524 weeks
823.67814 3.68338 (82*2π)/3524 weeks
833.33541 4.09853 (83*2π)/3524 weeks
842.59667 4.58019 (84*2π)/3524 weeks
851.70265 4.329 (85*2π)/3524 weeks
861.0634 3.70161 (86*2π)/3524 weeks
87.74234 3.08886 (87*2π)/3524 weeks
88.51503 2.26579 (88*2π)/3524 weeks
89.68399 1.16615 (89*2π)/3524 weeks
901.4573 .25351 (90*2π)/3524 weeks
912.49085 -.03635 (91*2π)/3524 weeks
923.52998 .08845 (92*2π)/3524 weeks
934.10295 .51639 (93*2π)/3524 weeks
944.66904 .76127 (94*2π)/3524 weeks
955.35765 1.47711 (95*2π)/3524 weeks
965.45909 2.52528 (96*2π)/3524 weeks
975.30275 3.33568 (97*2π)/3524 weeks
984.81926 4.19349 (98*2π)/3524 weeks
993.87238 4.99735 (99*2π)/3524 weeks
1002.49129 5.08447 (100*2π)/3524 weeks
1011.38086 4.4153 (101*2π)/3523 weeks
102.69054 3.50262 (102*2π)/3523 weeks
103.3925 2.47803 (103*2π)/3523 weeks
104.71178 1.26985 (104*2π)/3523 weeks
1051.35746 .66506 (105*2π)/3523 weeks
1061.85503 .34735 (106*2π)/3523 weeks
1072.65525 -.05736 (107*2π)/3523 weeks
1083.51544 .05253 (108*2π)/3523 weeks
1094.03634 .53702 (109*2π)/3523 weeks
1104.29185 .9971 (110*2π)/3523 weeks
1114.69414 1.35052 (111*2π)/3523 weeks
1124.89124 2.08626 (112*2π)/3523 weeks
1134.52036 2.91901 (113*2π)/3523 weeks
1143.9698 3.48413 (114*2π)/3523 weeks
1153.27327 3.64396 (115*2π)/3523 weeks
1162.50131 3.65885 (116*2π)/3523 weeks
1171.64484 3.28253 (117*2π)/3523 weeks
1181.13947 2.41473 (118*2π)/3523 weeks
1191.30223 1.54046 (119*2π)/3523 weeks
1201.64495 1.03032 (120*2π)/3523 weeks
1211.93788 .70834 (121*2π)/3523 weeks
1222.42854 .29797 (122*2π)/3523 weeks
1233.20372 .16157 (123*2π)/3523 weeks
1243.88972 .68454 (124*2π)/3523 weeks
1254.09023 1.28801 (125*2π)/3523 weeks
1264.19922 1.82603 (126*2π)/3523 weeks
1273.9592 2.55292 (127*2π)/3523 weeks
1283.35729 3.1029 (128*2π)/3523 weeks
1292.52336 3.22975 (129*2π)/3523 weeks
1301.76164 2.98619 (130*2π)/3523 weeks
1311.14381 2.45818 (131*2π)/3523 weeks
132.89587 1.59169 (132*2π)/3523 weeks
1331.20656 .90898 (133*2π)/3523 weeks
1341.65092 .79724 (134*2π)/3523 weeks
1351.66296 .76886 (135*2π)/3523 weeks
1361.72851 .55595 (136*2π)/3523 weeks
1371.92963 .46451 (137*2π)/3523 weeks
1381.8552 .40681 (138*2π)/3523 weeks
1391.94326 .13907 (139*2π)/3523 weeks
1402.22483 .11212 (140*2π)/3523 weeks
1412.18569 .20776 (141*2π)/3522 weeks
1421.86576 .0193 (142*2π)/3522 weeks
1431.9489 -.52178 (143*2π)/3522 weeks
1442.39088 -.90376 (144*2π)/3522 weeks
1452.64252 -1.06366 (145*2π)/3522 weeks
1463.14746 -1.33688 (146*2π)/3522 weeks
1473.8615 -1.31137 (147*2π)/3522 weeks
1484.46898 -.93521 (148*2π)/3522 weeks
1494.78106 -.39004 (149*2π)/3522 weeks
1504.93134 .05805 (150*2π)/3522 weeks
1515.10459 .59875 (151*2π)/3522 weeks
1525.00866 1.28458 (152*2π)/3522 weeks
1534.51866 1.85675 (153*2π)/3522 weeks
1544.05646 1.96734 (154*2π)/3522 weeks
1553.79642 2.13053 (155*2π)/3522 weeks
1563.24492 2.35806 (156*2π)/3522 weeks
1572.63879 2.21078 (157*2π)/3522 weeks
1582.43661 1.9506 (158*2π)/3522 weeks
1592.07953 1.96452 (159*2π)/3522 weeks
1601.41185 1.55409 (160*2π)/3522 weeks
1611.32225 .7221 (161*2π)/3522 weeks
1621.71603 .31851 (162*2π)/3522 weeks
1631.81922 .18719 (163*2π)/3522 weeks
1641.91262 -.07622 (164*2π)/3522 weeks
1652.16538 -.20438 (165*2π)/3522 weeks
1662.17878 -.37858 (166*2π)/3522 weeks
1672.37345 -.80893 (167*2π)/3522 weeks
1683.19657 -.87566 (168*2π)/3522 weeks
1693.56466 -.23081 (169*2π)/3522 weeks
1703.35077 .11527 (170*2π)/3522 weeks
1713.36858 .21887 (171*2π)/3522 weeks
1723.29035 .56274 (172*2π)/3522 weeks
1732.89626 .78363 (173*2π)/3522 weeks
1742.4083 .62355 (174*2π)/3522 weeks
1752.25957 .27148 (175*2π)/3522 weeks
1762.26903   (176*2π)/3522 weeks
1772.25957 -.27148 (177*2π)/3522 weeks
1782.4083 -.62355 (178*2π)/3522 weeks
1792.89626 -.78363 (179*2π)/3522 weeks
1803.29035 -.56274 (180*2π)/3522 weeks
1813.36858 -.21887 (181*2π)/3522 weeks
1823.35077 -.11527 (182*2π)/3522 weeks
1833.56466 .23081 (183*2π)/3522 weeks
1843.19657 .87566 (184*2π)/3522 weeks
1852.37345 .80893 (185*2π)/3522 weeks
1862.17878 .37858 (186*2π)/3522 weeks
1872.16538 .20438 (187*2π)/3522 weeks
1881.91262 .07622 (188*2π)/3522 weeks
1891.81922 -.18719 (189*2π)/3522 weeks
1901.71603 -.31851 (190*2π)/3522 weeks
1911.32225 -.7221 (191*2π)/3522 weeks
1921.41185 -1.55409 (192*2π)/3522 weeks
1932.07953 -1.96452 (193*2π)/3522 weeks
1942.43661 -1.9506 (194*2π)/3522 weeks
1952.63879 -2.21078 (195*2π)/3522 weeks
1963.24492 -2.35806 (196*2π)/3522 weeks
1973.79642 -2.13053 (197*2π)/3522 weeks
1984.05646 -1.96734 (198*2π)/3522 weeks
1994.51866 -1.85675 (199*2π)/3522 weeks
2005.00866 -1.28458 (200*2π)/3522 weeks
2015.10459 -.59875 (201*2π)/3522 weeks
2024.93134 -.05805 (202*2π)/3522 weeks
2034.78106 .39004 (203*2π)/3522 weeks
2044.46898 .93521 (204*2π)/3522 weeks
2053.8615 1.31137 (205*2π)/3522 weeks
2063.14746 1.33688 (206*2π)/3522 weeks
2072.64252 1.06366 (207*2π)/3522 weeks
2082.39088 .90376 (208*2π)/3522 weeks
2091.9489 .52178 (209*2π)/3522 weeks
2101.86576 -.0193 (210*2π)/3522 weeks
2112.18569 -.20776 (211*2π)/3522 weeks
2122.22483 -.11212 (212*2π)/3522 weeks
2131.94326 -.13907 (213*2π)/3522 weeks
2141.8552 -.40681 (214*2π)/3522 weeks
2151.92963 -.46451 (215*2π)/3522 weeks
2161.72851 -.55595 (216*2π)/3522 weeks
2171.66296 -.76886 (217*2π)/3522 weeks
2181.65092 -.79724 (218*2π)/3522 weeks
2191.20656 -.90898 (219*2π)/3522 weeks
220.89587 -1.59169 (220*2π)/3522 weeks
2211.14381 -2.45818 (221*2π)/3522 weeks
2221.76164 -2.98619 (222*2π)/3522 weeks
2232.52336 -3.22975 (223*2π)/3522 weeks
2243.35729 -3.1029 (224*2π)/3522 weeks
2253.9592 -2.55292 (225*2π)/3522 weeks
2264.19922 -1.82603 (226*2π)/3522 weeks
2274.09023 -1.28801 (227*2π)/3522 weeks
2283.88972 -.68454 (228*2π)/3522 weeks
2293.20372 -.16157 (229*2π)/3522 weeks
2302.42854 -.29797 (230*2π)/3522 weeks
2311.93788 -.70834 (231*2π)/3522 weeks
2321.64495 -1.03032 (232*2π)/3522 weeks
2331.30223 -1.54046 (233*2π)/3522 weeks
2341.13947 -2.41473 (234*2π)/3522 weeks
2351.64484 -3.28253 (235*2π)/3521 weeks
2362.50131 -3.65885 (236*2π)/3521 weeks
2373.27327 -3.64396 (237*2π)/3521 weeks
2383.9698 -3.48413 (238*2π)/3521 weeks
2394.52036 -2.91901 (239*2π)/3521 weeks
2404.89124 -2.08626 (240*2π)/3521 weeks
2414.69414 -1.35052 (241*2π)/3521 weeks
2424.29185 -.9971 (242*2π)/3521 weeks
2434.03634 -.53702 (243*2π)/3521 weeks
2443.51544 -.05253 (244*2π)/3521 weeks
2452.65525 .05736 (245*2π)/3521 weeks
2461.85503 -.34735 (246*2π)/3521 weeks
2471.35746 -.66506 (247*2π)/3521 weeks
248.71178 -1.26985 (248*2π)/3521 weeks
249.3925 -2.47803 (249*2π)/3521 weeks
250.69054 -3.50262 (250*2π)/3521 weeks
2511.38086 -4.4153 (251*2π)/3521 weeks
2522.49129 -5.08447 (252*2π)/3521 weeks
2533.87238 -4.99735 (253*2π)/3521 weeks
2544.81926 -4.19349 (254*2π)/3521 weeks
2555.30275 -3.33568 (255*2π)/3521 weeks
2565.45909 -2.52528 (256*2π)/3521 weeks
2575.35765 -1.47711 (257*2π)/3521 weeks
2584.66904 -.76127 (258*2π)/3521 weeks
2594.10295 -.51639 (259*2π)/3521 weeks
2603.52998 -.08845 (260*2π)/3521 weeks
2612.49085 .03635 (261*2π)/3521 weeks
2621.4573 -.25351 (262*2π)/3521 weeks
263.68399 -1.16615 (263*2π)/3521 weeks
264.51503 -2.26579 (264*2π)/3521 weeks
265.74234 -3.08886 (265*2π)/3521 weeks
2661.0634 -3.70161 (266*2π)/3521 weeks
2671.70265 -4.329 (267*2π)/3521 weeks
2682.59667 -4.58019 (268*2π)/3521 weeks
2693.33541 -4.09853 (269*2π)/3521 weeks
2703.67814 -3.68338 (270*2π)/3521 weeks
2713.96088 -2.95466 (271*2π)/3521 weeks
2723.49789 -1.80509 (272*2π)/3521 weeks
2732.25629 -1.56031 (273*2π)/3521 weeks
2741.14527 -2.24931 (274*2π)/3521 weeks
275.71356 -2.97924 (275*2π)/3521 weeks
276.18769 -3.9154 (276*2π)/3521 weeks
277.34377 -5.64657 (277*2π)/3521 weeks
2781.70121 -6.85624 (278*2π)/3521 weeks
2793.13706 -7.02395 (279*2π)/3521 weeks
2804.64126 -6.79631 (280*2π)/3521 weeks
2816.02257 -5.69302 (281*2π)/3521 weeks
2826.54994 -3.8007 (282*2π)/3521 weeks
2835.71655 -2.12453 (283*2π)/3521 weeks
2844.38397 -1.17635 (284*2π)/3521 weeks
2852.77052 -.82737 (285*2π)/3521 weeks
286.95414 -1.39127 (286*2π)/3521 weeks
287-.29105 -2.64208 (287*2π)/3521 weeks
288-.86128 -4.71177 (288*2π)/3521 weeks
289-.59122 -6.49729 (289*2π)/3521 weeks
290.48782 -8.17077 (290*2π)/3521 weeks
2912.12065 -9.32398 (291*2π)/3521 weeks
2924.35918 -9.78551 (292*2π)/3521 weeks
2936.39249 -9.22265 (293*2π)/3521 weeks
2948.02937 -7.80843 (294*2π)/3521 weeks
2959.10704 -5.95121 (295*2π)/3521 weeks
2969.68183 -3.52274 (296*2π)/3521 weeks
2978.36431 -.85751 (297*2π)/3521 weeks
2986.22922 .10362 (298*2π)/3521 weeks
2994.77353 .57269 (299*2π)/3521 weeks
3002.75455 1.01359 (300*2π)/3521 weeks
301.29594 .50202 (301*2π)/3521 weeks
302-1.44372 -1.3076 (302*2π)/3521 weeks
303-2.03653 -3.31886 (303*2π)/3521 weeks
304-2.45781 -5.08431 (304*2π)/3521 weeks
305-2.02776 -7.43396 (305*2π)/3521 weeks
306-.43836 -8.88046 (306*2π)/3521 weeks
3071.13662 -9.18893 (307*2π)/3521 weeks
3082.27011 -9.03349 (308*2π)/3521 weeks
3092.99086 -8.41762 (309*2π)/3521 weeks
3103.29107 -7.90533 (310*2π)/3521 weeks
3112.53849 -7.47936 (311*2π)/3521 weeks
3122.38148 -7.91027 (312*2π)/3521 weeks
3132.67233 -8.38245 (313*2π)/3521 weeks
3142.80233 -8.62877 (314*2π)/3521 weeks
3152.97432 -8.51392 (315*2π)/3521 weeks
3162.84216 -8.76424 (316*2π)/3521 weeks
3172.91773 -8.87595 (317*2π)/3521 weeks
3182.43609 -8.9063 (318*2π)/3521 weeks
3192.34115 -10.17406 (319*2π)/3521 weeks
3203.28388 -10.97336 (320*2π)/3521 weeks
3214.14061 -10.92346 (321*2π)/3521 weeks
3224.34974 -10.7644 (322*2π)/3521 weeks
3235.45242 -10.86008 (323*2π)/3521 weeks
3246.55633 -9.54537 (324*2π)/3521 weeks
3256.12229 -7.2011 (325*2π)/3521 weeks
3263.78038 -5.58387 (326*2π)/3521 weeks
3271.06844 -5.31693 (327*2π)/3521 weeks
328-2.20603 -6.29497 (328*2π)/3521 weeks
329-5.34393 -9.01926 (329*2π)/3521 weeks
330-7.07832 -12.94702 (330*2π)/3521 weeks
331-7.18539 -16.85329 (331*2π)/3521 weeks
332-6.72563 -21.59327 (332*2π)/3521 weeks
333-4.77989 -25.7904 (333*2π)/3521 weeks
334-.65036 -29.06566 (334*2π)/3521 weeks
3353.88969 -30.91849 (335*2π)/3521 weeks
3367.8129 -30.18085 (336*2π)/3521 weeks
33710.36919 -29.06284 (337*2π)/3521 weeks
33812.36686 -27.04835 (338*2π)/3521 weeks
33911.66886 -24.39751 (339*2π)/3521 weeks
3408.07022 -24.70013 (340*2π)/3521 weeks
3415.81349 -27.9833 (341*2π)/3521 weeks
3424.21134 -32.80931 (342*2π)/3521 weeks
3434.4041 -40.07626 (343*2π)/3521 weeks
3447.33269 -50.0434 (344*2π)/3521 weeks
34515.25852 -59.37062 (345*2π)/3521 weeks
34628.006 -64.37755 (346*2π)/3521 weeks
34740.27917 -70.5888 (347*2π)/3521 weeks
34859.20076 -70.7213 (348*2π)/3521 weeks
34980.05629 -65.78166 (349*2π)/3521 weeks
35099.3745 -55.44163 (350*2π)/3521 weeks

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