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Fourier Analysis of ERY (Direxion Daily Energy Bear 3X S)


ERY (Direxion Daily Energy Bear 3X S) appears to have interesting cyclic behaviour every 43 weeks (51.9447*sine), 39 weeks (43.4684*sine), and 16 weeks (19.9514*cosine).

ERY (Direxion Daily Energy Bear 3X S) has an average price of 170.35 (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 11/19/2008 to 1/9/2017 for ERY (Direxion Daily Energy Bear 3X S), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0170.3549   0 
1197.0608 139.3387 (1*2π)/426426 weeks
2104.2668 128.6861 (2*2π)/426213 weeks
360.63609 104.3677 (3*2π)/426142 weeks
455.29321 84.95276 (4*2π)/426107 weeks
552.14999 88.85486 (5*2π)/42685 weeks
631.00484 92.99929 (6*2π)/42671 weeks
77.3242 78.88292 (7*2π)/42661 weeks
85.41293 54.53613 (8*2π)/42653 weeks
912.24301 50.34057 (9*2π)/42647 weeks
104.67791 51.9447 (10*2π)/42643 weeks
111.24282 43.46836 (11*2π)/42639 weeks
12.03254 39.15256 (12*2π)/42636 weeks
13-3.1079 31.91461 (13*2π)/42633 weeks
141.48832 29.81067 (14*2π)/42630 weeks
15-2.34415 30.18675 (15*2π)/42628 weeks
16-4.00968 24.58158 (16*2π)/42627 weeks
17-5.43077 18.3294 (17*2π)/42625 weeks
18-2.64194 10.47455 (18*2π)/42624 weeks
19.84948 7.36042 (19*2π)/42622 weeks
206.58667 5.13001 (20*2π)/42621 weeks
219.70439 8.62785 (21*2π)/42620 weeks
2211.29651 7.57588 (22*2π)/42619 weeks
2315.23685 9.05597 (23*2π)/42619 weeks
2415.18653 10.98494 (24*2π)/42618 weeks
2516.49165 9.85849 (25*2π)/42617 weeks
2619.95142 13.41364 (26*2π)/42616 weeks
2717.63818 18.69243 (27*2π)/42616 weeks
2814.56396 19.484 (28*2π)/42615 weeks
2912.7141 19.92386 (29*2π)/42615 weeks
3010.79005 19.42267 (30*2π)/42614 weeks
3110.76109 17.86408 (31*2π)/42614 weeks
3211.58764 19.73615 (32*2π)/42613 weeks
337.55674 21.3531 (33*2π)/42613 weeks
345.14971 19.11863 (34*2π)/42613 weeks
354.85991 17.85882 (35*2π)/42612 weeks
364.10068 16.15679 (36*2π)/42612 weeks
374.929 14.6555 (37*2π)/42612 weeks
385.00087 15.61742 (38*2π)/42611 weeks
394.86711 16.05627 (39*2π)/42611 weeks
403.65557 16.38156 (40*2π)/42611 weeks
412.20279 16.52528 (41*2π)/42610 weeks
42-.33159 16.06648 (42*2π)/42610 weeks
43-2.3455 14.31575 (43*2π)/42610 weeks
44-4.09271 11.13878 (44*2π)/42610 weeks
45-3.91017 7.73634 (45*2π)/4269 weeks
46-2.72651 5.89542 (46*2π)/4269 weeks
47-2.58844 3.06537 (47*2π)/4269 weeks
48.98371 .50934 (48*2π)/4269 weeks
493.78184 1.27719 (49*2π)/4269 weeks
505.1959 1.14909 (50*2π)/4269 weeks
516.64209 1.53756 (51*2π)/4268 weeks
526.86313 2.63313 (52*2π)/4268 weeks
538.82274 .67066 (53*2π)/4268 weeks
5412.85096 3.38474 (54*2π)/4268 weeks
5512.26514 7.21578 (55*2π)/4268 weeks
5610.23384 9.23705 (56*2π)/4268 weeks
578.38492 10.27747 (57*2π)/4267 weeks
585.66548 8.77335 (58*2π)/4267 weeks
596.92475 5.83685 (59*2π)/4267 weeks
6010.03258 8.21448 (60*2π)/4267 weeks
618.11048 11.04252 (61*2π)/4267 weeks
626.01935 9.66578 (62*2π)/4267 weeks
636.00986 9.52596 (63*2π)/4267 weeks
644.87077 9.14101 (64*2π)/4267 weeks
656.51144 8.34643 (65*2π)/4267 weeks
666.73499 10.89256 (66*2π)/4266 weeks
674.02253 11.89654 (67*2π)/4266 weeks
682.24955 11.4201 (68*2π)/4266 weeks
691.13913 10.7722 (69*2π)/4266 weeks
70-.61702 9.90661 (70*2π)/4266 weeks
71-1.89096 8.2163 (71*2π)/4266 weeks
72-2.96553 6.43541 (72*2π)/4266 weeks
73-3.55413 2.7841 (73*2π)/4266 weeks
74-.8427 -.38158 (74*2π)/4266 weeks
751.417 -.63208 (75*2π)/4266 weeks
763.09026 -.12707 (76*2π)/4266 weeks
773.73985 .50307 (77*2π)/4266 weeks
784.16035 .47596 (78*2π)/4265 weeks
795.40776 .15308 (79*2π)/4265 weeks
806.93954 1.0697 (80*2π)/4265 weeks
816.91861 2.10162 (81*2π)/4265 weeks
826.68552 2.54275 (82*2π)/4265 weeks
836.11979 2.55395 (83*2π)/4265 weeks
846.57023 2.50328 (84*2π)/4265 weeks
856.84675 3.46018 (85*2π)/4265 weeks
866.36023 4.24879 (86*2π)/4265 weeks
875.1539 4.0074 (87*2π)/4265 weeks
885.192 2.49405 (88*2π)/4265 weeks
896.34243 2.62616 (89*2π)/4265 weeks
905.93082 2.82418 (90*2π)/4265 weeks
916.04738 2.43486 (91*2π)/4265 weeks
926.82004 2.44172 (92*2π)/4265 weeks
937.00319 3.12527 (93*2π)/4265 weeks
947.13542 3.02357 (94*2π)/4265 weeks
957.71846 3.47565 (95*2π)/4264 weeks
967.87694 4.53711 (96*2π)/4264 weeks
977.41427 5.17412 (97*2π)/4264 weeks
986.0799 5.81905 (98*2π)/4264 weeks
994.53993 5.12503 (99*2π)/4264 weeks
1004.53181 3.45257 (100*2π)/4264 weeks
1016.00108 2.57697 (101*2π)/4264 weeks
1027.49929 3.73754 (102*2π)/4264 weeks
1037.56146 5.71987 (103*2π)/4264 weeks
1045.87741 6.47901 (104*2π)/4264 weeks
1055.05706 5.38039 (105*2π)/4264 weeks
1065.00515 5.9516 (106*2π)/4264 weeks
1073.15936 6.37879 (107*2π)/4264 weeks
1081.98057 4.88259 (108*2π)/4264 weeks
1091.88054 3.70243 (109*2π)/4264 weeks
1101.96551 1.90973 (110*2π)/4264 weeks
1114.16692 .67158 (111*2π)/4264 weeks
1125.70639 1.70003 (112*2π)/4264 weeks
1135.45419 2.35109 (113*2π)/4264 weeks
1145.62683 2.61294 (114*2π)/4264 weeks
1155.75396 3.12701 (115*2π)/4264 weeks
1166.15298 3.31893 (116*2π)/4264 weeks
1176.62117 5.02503 (117*2π)/4264 weeks
1184.57581 6.4291 (118*2π)/4264 weeks
1192.59767 5.3243 (119*2π)/4264 weeks
1202.10822 3.7415 (120*2π)/4264 weeks
1212.47593 2.50131 (121*2π)/4264 weeks
1223.6236 2.1748 (122*2π)/4263 weeks
1233.94259 3.49436 (123*2π)/4263 weeks
1242.49936 3.602 (124*2π)/4263 weeks
1252.10732 2.40032 (125*2π)/4263 weeks
1262.4916 1.69382 (126*2π)/4263 weeks
1273.1298 1.29682 (127*2π)/4263 weeks
1283.09074 1.66588 (128*2π)/4263 weeks
1293.08591 1.00976 (129*2π)/4263 weeks
1303.51644 1.16827 (130*2π)/4263 weeks
1313.50022 1.08123 (131*2π)/4263 weeks
1323.93852 1.05301 (132*2π)/4263 weeks
1333.867 1.23986 (133*2π)/4263 weeks
1343.68559 1.58171 (134*2π)/4263 weeks
1353.39339 1.64701 (135*2π)/4263 weeks
1362.96139 1.5155 (136*2π)/4263 weeks
1372.6209 .83425 (137*2π)/4263 weeks
1383.04643 -.13185 (138*2π)/4263 weeks
1393.86949 .06444 (139*2π)/4263 weeks
1403.67363 .18511 (140*2π)/4263 weeks
1414.06183 .08513 (141*2π)/4263 weeks
1423.93528 .54478 (142*2π)/4263 weeks
1433.89006 .57754 (143*2π)/4263 weeks
1443.35737 .67767 (144*2π)/4263 weeks
1453.09747 -.45639 (145*2π)/4263 weeks
1464.03865 -.64745 (146*2π)/4263 weeks
1473.91992 .01734 (147*2π)/4263 weeks
1483.62325 -.1431 (148*2π)/4263 weeks
1493.5932 -.27449 (149*2π)/4263 weeks
1503.04594 -.74432 (150*2π)/4263 weeks
1513.45376 -2.09427 (151*2π)/4263 weeks
1524.91689 -1.81609 (152*2π)/4263 weeks
1534.93539 -1.05832 (153*2π)/4263 weeks
1544.8488 -.85135 (154*2π)/4263 weeks
1554.65415 -.346 (155*2π)/4263 weeks
1563.55459 -.94079 (156*2π)/4263 weeks
1574.3729 -1.76981 (157*2π)/4263 weeks
1584.19324 -.86912 (158*2π)/4263 weeks
1593.23887 -1.6058 (159*2π)/4263 weeks
1603.13969 -2.73946 (160*2π)/4263 weeks
1613.83617 -3.81542 (161*2π)/4263 weeks
1624.95465 -4.58335 (162*2π)/4263 weeks
1636.39986 -4.78856 (163*2π)/4263 weeks
1647.17483 -3.94967 (164*2π)/4263 weeks
1657.20369 -3.96795 (165*2π)/4263 weeks
1668.59236 -4.03149 (166*2π)/4263 weeks
1679.40408 -3.20932 (167*2π)/4263 weeks
16810.25129 -2.44507 (168*2π)/4263 weeks
16910.61572 -.67801 (169*2π)/4263 weeks
1709.81537 .79425 (170*2π)/4263 weeks
1718.52115 1.28632 (171*2π)/4262 weeks
1727.80809 .59808 (172*2π)/4262 weeks
1738.29039 .61131 (173*2π)/4262 weeks
1747.87719 1.37313 (174*2π)/4262 weeks
1757.11859 1.16285 (175*2π)/4262 weeks
1766.66125 1.38926 (176*2π)/4262 weeks
1775.92693 .97495 (177*2π)/4262 weeks
1786.33817 .28143 (178*2π)/4262 weeks
1796.82996 .33101 (179*2π)/4262 weeks
1806.55523 .37325 (180*2π)/4262 weeks
1816.59142 .43419 (181*2π)/4262 weeks
1826.41155 .62991 (182*2π)/4262 weeks
1836.10331 .467 (183*2π)/4262 weeks
1846.12498 .27576 (184*2π)/4262 weeks
1855.99002 .64566 (185*2π)/4262 weeks
1865.33815 -.2731 (186*2π)/4262 weeks
1876.2265 -.47925 (187*2π)/4262 weeks
1885.67953 -.13093 (188*2π)/4262 weeks
1895.93396 -.79417 (189*2π)/4262 weeks
1906.48331 -.66287 (190*2π)/4262 weeks
1916.23693 -.65771 (191*2π)/4262 weeks
1926.2958 -.99135 (192*2π)/4262 weeks
1936.67639 -.6526 (193*2π)/4262 weeks
1946.37703 -.58081 (194*2π)/4262 weeks
1956.22058 -1.20589 (195*2π)/4262 weeks
1966.74893 -1.66043 (196*2π)/4262 weeks
1977.57227 -1.58814 (197*2π)/4262 weeks
1988.31211 -1.41212 (198*2π)/4262 weeks
1998.5228 -.07251 (199*2π)/4262 weeks
2007.45352 .30201 (200*2π)/4262 weeks
2017.73747 -.40384 (201*2π)/4262 weeks
2028.41869 -.07997 (202*2π)/4262 weeks
2038.21719 .83095 (203*2π)/4262 weeks
2047.14879 1.3796 (204*2π)/4262 weeks
2056.78655 .82923 (205*2π)/4262 weeks
2066.99553 .37704 (206*2π)/4262 weeks
2077.74117 .48755 (207*2π)/4262 weeks
2087.50186 1.81197 (208*2π)/4262 weeks
2096.06239 2.04112 (209*2π)/4262 weeks
2105.02741 1.05974 (210*2π)/4262 weeks
2115.14857 .16245 (211*2π)/4262 weeks
2125.80027 -.52594 (212*2π)/4262 weeks
2136.78548   (213*2π)/4262 weeks
2145.80027 .52594 (214*2π)/4262 weeks
2155.14857 -.16245 (215*2π)/4262 weeks
2165.02741 -1.05974 (216*2π)/4262 weeks
2176.06239 -2.04112 (217*2π)/4262 weeks
2187.50186 -1.81197 (218*2π)/4262 weeks
2197.74117 -.48755 (219*2π)/4262 weeks
2206.99553 -.37704 (220*2π)/4262 weeks
2216.78655 -.82923 (221*2π)/4262 weeks
2227.14879 -1.3796 (222*2π)/4262 weeks
2238.21719 -.83095 (223*2π)/4262 weeks
2248.41869 .07997 (224*2π)/4262 weeks
2257.73747 .40384 (225*2π)/4262 weeks
2267.45352 -.30201 (226*2π)/4262 weeks
2278.5228 .07251 (227*2π)/4262 weeks
2288.31211 1.41212 (228*2π)/4262 weeks
2297.57227 1.58814 (229*2π)/4262 weeks
2306.74893 1.66043 (230*2π)/4262 weeks
2316.22058 1.20589 (231*2π)/4262 weeks
2326.37703 .58081 (232*2π)/4262 weeks
2336.67639 .6526 (233*2π)/4262 weeks
2346.2958 .99135 (234*2π)/4262 weeks
2356.23693 .65771 (235*2π)/4262 weeks
2366.48331 .66287 (236*2π)/4262 weeks
2375.93396 .79417 (237*2π)/4262 weeks
2385.67953 .13093 (238*2π)/4262 weeks
2396.2265 .47925 (239*2π)/4262 weeks
2405.33815 .2731 (240*2π)/4262 weeks
2415.99002 -.64566 (241*2π)/4262 weeks
2426.12498 -.27576 (242*2π)/4262 weeks
2436.10331 -.467 (243*2π)/4262 weeks
2446.41155 -.62991 (244*2π)/4262 weeks
2456.59142 -.43419 (245*2π)/4262 weeks
2466.55523 -.37325 (246*2π)/4262 weeks
2476.82996 -.33101 (247*2π)/4262 weeks
2486.33817 -.28143 (248*2π)/4262 weeks
2495.92693 -.97495 (249*2π)/4262 weeks
2506.66125 -1.38926 (250*2π)/4262 weeks
2517.11859 -1.16285 (251*2π)/4262 weeks
2527.87719 -1.37313 (252*2π)/4262 weeks
2538.29039 -.61131 (253*2π)/4262 weeks
2547.80809 -.59808 (254*2π)/4262 weeks
2558.52115 -1.28632 (255*2π)/4262 weeks
2569.81537 -.79425 (256*2π)/4262 weeks
25710.61572 .67801 (257*2π)/4262 weeks
25810.25129 2.44507 (258*2π)/4262 weeks
2599.40408 3.20932 (259*2π)/4262 weeks
2608.59236 4.03149 (260*2π)/4262 weeks
2617.20369 3.96795 (261*2π)/4262 weeks
2627.17483 3.94967 (262*2π)/4262 weeks
2636.39986 4.78856 (263*2π)/4262 weeks
2644.95465 4.58335 (264*2π)/4262 weeks
2653.83617 3.81542 (265*2π)/4262 weeks
2663.13969 2.73946 (266*2π)/4262 weeks
2673.23887 1.6058 (267*2π)/4262 weeks
2684.19324 .86912 (268*2π)/4262 weeks
2694.3729 1.76981 (269*2π)/4262 weeks
2703.55459 .94079 (270*2π)/4262 weeks
2714.65415 .346 (271*2π)/4262 weeks
2724.8488 .85135 (272*2π)/4262 weeks
2734.93539 1.05832 (273*2π)/4262 weeks
2744.91689 1.81609 (274*2π)/4262 weeks
2753.45376 2.09427 (275*2π)/4262 weeks
2763.04594 .74432 (276*2π)/4262 weeks
2773.5932 .27449 (277*2π)/4262 weeks
2783.62325 .1431 (278*2π)/4262 weeks
2793.91992 -.01734 (279*2π)/4262 weeks
2804.03865 .64745 (280*2π)/4262 weeks
2813.09747 .45639 (281*2π)/4262 weeks
2823.35737 -.67767 (282*2π)/4262 weeks
2833.89006 -.57754 (283*2π)/4262 weeks
2843.93528 -.54478 (284*2π)/4262 weeks
2854.06183 -.08513 (285*2π)/4261 weeks
2863.67363 -.18511 (286*2π)/4261 weeks
2873.86949 -.06444 (287*2π)/4261 weeks
2883.04643 .13185 (288*2π)/4261 weeks
2892.6209 -.83425 (289*2π)/4261 weeks
2902.96139 -1.5155 (290*2π)/4261 weeks
2913.39339 -1.64701 (291*2π)/4261 weeks
2923.68559 -1.58171 (292*2π)/4261 weeks
2933.867 -1.23986 (293*2π)/4261 weeks
2943.93852 -1.05301 (294*2π)/4261 weeks
2953.50022 -1.08123 (295*2π)/4261 weeks
2963.51644 -1.16827 (296*2π)/4261 weeks
2973.08591 -1.00976 (297*2π)/4261 weeks
2983.09074 -1.66588 (298*2π)/4261 weeks
2993.1298 -1.29682 (299*2π)/4261 weeks
3002.4916 -1.69382 (300*2π)/4261 weeks
3012.10732 -2.40032 (301*2π)/4261 weeks
3022.49936 -3.602 (302*2π)/4261 weeks
3033.94259 -3.49436 (303*2π)/4261 weeks
3043.6236 -2.1748 (304*2π)/4261 weeks
3052.47593 -2.50131 (305*2π)/4261 weeks
3062.10822 -3.7415 (306*2π)/4261 weeks
3072.59767 -5.3243 (307*2π)/4261 weeks
3084.57581 -6.4291 (308*2π)/4261 weeks
3096.62117 -5.02503 (309*2π)/4261 weeks
3106.15298 -3.31893 (310*2π)/4261 weeks
3115.75396 -3.12701 (311*2π)/4261 weeks
3125.62683 -2.61294 (312*2π)/4261 weeks
3135.45419 -2.35109 (313*2π)/4261 weeks
3145.70639 -1.70003 (314*2π)/4261 weeks
3154.16692 -.67158 (315*2π)/4261 weeks
3161.96551 -1.90973 (316*2π)/4261 weeks
3171.88054 -3.70243 (317*2π)/4261 weeks
3181.98057 -4.88259 (318*2π)/4261 weeks
3193.15936 -6.37879 (319*2π)/4261 weeks
3205.00515 -5.9516 (320*2π)/4261 weeks
3215.05706 -5.38039 (321*2π)/4261 weeks
3225.87741 -6.47901 (322*2π)/4261 weeks
3237.56146 -5.71987 (323*2π)/4261 weeks
3247.49929 -3.73754 (324*2π)/4261 weeks
3256.00108 -2.57697 (325*2π)/4261 weeks
3264.53181 -3.45257 (326*2π)/4261 weeks
3274.53993 -5.12503 (327*2π)/4261 weeks
3286.0799 -5.81905 (328*2π)/4261 weeks
3297.41427 -5.17412 (329*2π)/4261 weeks
3307.87694 -4.53711 (330*2π)/4261 weeks
3317.71846 -3.47565 (331*2π)/4261 weeks
3327.13542 -3.02357 (332*2π)/4261 weeks
3337.00319 -3.12527 (333*2π)/4261 weeks
3346.82004 -2.44172 (334*2π)/4261 weeks
3356.04738 -2.43486 (335*2π)/4261 weeks
3365.93082 -2.82418 (336*2π)/4261 weeks
3376.34243 -2.62616 (337*2π)/4261 weeks
3385.192 -2.49405 (338*2π)/4261 weeks
3395.1539 -4.0074 (339*2π)/4261 weeks
3406.36023 -4.24879 (340*2π)/4261 weeks
3416.84675 -3.46018 (341*2π)/4261 weeks
3426.57023 -2.50328 (342*2π)/4261 weeks
3436.11979 -2.55395 (343*2π)/4261 weeks
3446.68552 -2.54275 (344*2π)/4261 weeks
3456.91861 -2.10162 (345*2π)/4261 weeks
3466.93954 -1.0697 (346*2π)/4261 weeks
3475.40776 -.15308 (347*2π)/4261 weeks
3484.16035 -.47596 (348*2π)/4261 weeks
3493.73985 -.50307 (349*2π)/4261 weeks
3503.09026 .12707 (350*2π)/4261 weeks
3511.417 .63208 (351*2π)/4261 weeks
352-.8427 .38158 (352*2π)/4261 weeks
353-3.55413 -2.7841 (353*2π)/4261 weeks
354-2.96553 -6.43541 (354*2π)/4261 weeks
355-1.89096 -8.2163 (355*2π)/4261 weeks
356-.61702 -9.90661 (356*2π)/4261 weeks
3571.13913 -10.7722 (357*2π)/4261 weeks
3582.24955 -11.4201 (358*2π)/4261 weeks
3594.02253 -11.89654 (359*2π)/4261 weeks
3606.73499 -10.89256 (360*2π)/4261 weeks
3616.51144 -8.34643 (361*2π)/4261 weeks
3624.87077 -9.14101 (362*2π)/4261 weeks
3636.00986 -9.52596 (363*2π)/4261 weeks
3646.01935 -9.66578 (364*2π)/4261 weeks
3658.11048 -11.04252 (365*2π)/4261 weeks
36610.03258 -8.21448 (366*2π)/4261 weeks
3676.92475 -5.83685 (367*2π)/4261 weeks
3685.66548 -8.77335 (368*2π)/4261 weeks
3698.38492 -10.27747 (369*2π)/4261 weeks
37010.23384 -9.23705 (370*2π)/4261 weeks
37112.26514 -7.21578 (371*2π)/4261 weeks
37212.85096 -3.38474 (372*2π)/4261 weeks
3738.82274 -.67066 (373*2π)/4261 weeks
3746.86313 -2.63313 (374*2π)/4261 weeks
3756.64209 -1.53756 (375*2π)/4261 weeks
3765.1959 -1.14909 (376*2π)/4261 weeks
3773.78184 -1.27719 (377*2π)/4261 weeks
378.98371 -.50934 (378*2π)/4261 weeks
379-2.58844 -3.06537 (379*2π)/4261 weeks
380-2.72651 -5.89542 (380*2π)/4261 weeks
381-3.91017 -7.73634 (381*2π)/4261 weeks
382-4.09271 -11.13878 (382*2π)/4261 weeks
383-2.3455 -14.31575 (383*2π)/4261 weeks
384-.33159 -16.06648 (384*2π)/4261 weeks
3852.20279 -16.52528 (385*2π)/4261 weeks
3863.65557 -16.38156 (386*2π)/4261 weeks
3874.86711 -16.05627 (387*2π)/4261 weeks
3885.00087 -15.61742 (388*2π)/4261 weeks
3894.929 -14.6555 (389*2π)/4261 weeks
3904.10068 -16.15679 (390*2π)/4261 weeks
3914.85991 -17.85882 (391*2π)/4261 weeks
3925.14971 -19.11863 (392*2π)/4261 weeks
3937.55674 -21.3531 (393*2π)/4261 weeks
39411.58764 -19.73615 (394*2π)/4261 weeks
39510.76109 -17.86408 (395*2π)/4261 weeks
39610.79005 -19.42267 (396*2π)/4261 weeks
39712.7141 -19.92386 (397*2π)/4261 weeks
39814.56396 -19.484 (398*2π)/4261 weeks
39917.63818 -18.69243 (399*2π)/4261 weeks
40019.95142 -13.41364 (400*2π)/4261 weeks
40116.49165 -9.85849 (401*2π)/4261 weeks
40215.18653 -10.98494 (402*2π)/4261 weeks
40315.23685 -9.05597 (403*2π)/4261 weeks
40411.29651 -7.57588 (404*2π)/4261 weeks
4059.70439 -8.62785 (405*2π)/4261 weeks
4066.58667 -5.13001 (406*2π)/4261 weeks
407.84948 -7.36042 (407*2π)/4261 weeks
408-2.64194 -10.47455 (408*2π)/4261 weeks
409-5.43077 -18.3294 (409*2π)/4261 weeks
410-4.00968 -24.58158 (410*2π)/4261 weeks
411-2.34415 -30.18675 (411*2π)/4261 weeks
4121.48832 -29.81067 (412*2π)/4261 weeks
413-3.1079 -31.91461 (413*2π)/4261 weeks
414.03254 -39.15256 (414*2π)/4261 weeks
4151.24282 -43.46836 (415*2π)/4261 weeks
4164.67791 -51.9447 (416*2π)/4261 weeks
41712.24301 -50.34057 (417*2π)/4261 weeks
4185.41293 -54.53613 (418*2π)/4261 weeks
4197.3242 -78.88292 (419*2π)/4261 weeks
42031.00484 -92.99929 (420*2π)/4261 weeks
42152.14999 -88.85486 (421*2π)/4261 weeks
42255.29321 -84.95276 (422*2π)/4261 weeks
42360.63609 -104.3677 (423*2π)/4261 weeks
424104.2668 -128.6861 (424*2π)/4261 weeks

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