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Fourier Analysis of SOXS (DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES)


SOXS (DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES) appears to have interesting cyclic behaviour every 22 weeks (407.1989*sine), 24 weeks (316.4071*sine), and 36 weeks (302.0001*sine).

SOXS (DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES) has an average price of 2,574.84 (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 3/11/2010 to 11/6/2017 for SOXS (DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES DIREXION DAILY SEMICONDUCTOR BEAR 3X SHARES), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
02,574.844   0 
12,260.411 2,604.821 (1*2π)/401401 weeks
2854.0128 1,653.142 (2*2π)/401201 weeks
3743.4692 1,345.543 (3*2π)/401134 weeks
4527.4489 1,193.024 (4*2π)/401100 weeks
5442.5198 1,089.769 (5*2π)/40180 weeks
6219.0102 1,223.081 (6*2π)/40167 weeks
7-249.8153 1,049.962 (7*2π)/40157 weeks
8-362.7472 540.2484 (8*2π)/40150 weeks
9-165.564 280.8435 (9*2π)/40145 weeks
1034.34386 233.86 (10*2π)/40140 weeks
1184.53307 302.0001 (11*2π)/40136 weeks
1217.98945 290.9589 (12*2π)/40133 weeks
1371.78346 182.3248 (13*2π)/40131 weeks
14174.6778 218.8519 (14*2π)/40129 weeks
15137.5658 272.6219 (15*2π)/40127 weeks
16138.3571 232.826 (16*2π)/40125 weeks
17219.6243 316.4071 (17*2π)/40124 weeks
1861.51101 407.1989 (18*2π)/40122 weeks
19-65.95628 260.6323 (19*2π)/40121 weeks
2059.31893 176.1103 (20*2π)/40120 weeks
2178.52406 248.8746 (21*2π)/40119 weeks
2226.49899 251.747 (22*2π)/40118 weeks
23-40.2294 229.6181 (23*2π)/40117 weeks
24-62.18319 142.3158 (24*2π)/40117 weeks
25-4.90725 68.07912 (25*2π)/40116 weeks
2661.54943 65.89873 (26*2π)/40115 weeks
2777.41346 106.8972 (27*2π)/40115 weeks
2849.0293 94.55487 (28*2π)/40114 weeks
2974.36269 49.07642 (29*2π)/40114 weeks
30151.0983 61.53636 (30*2π)/40113 weeks
31165.1334 117.4747 (31*2π)/40113 weeks
32130.722 175.8494 (32*2π)/40113 weeks
3379.2841 163.5439 (33*2π)/40112 weeks
3459.19431 118.4501 (34*2π)/40112 weeks
35117.056 97.36227 (35*2π)/40111 weeks
36113.89 136.9275 (36*2π)/40111 weeks
37107.1737 138.388 (37*2π)/40111 weeks
38116.5126 163.6094 (38*2π)/40111 weeks
3974.3253 193.7593 (39*2π)/40110 weeks
4015.42706 169.3964 (40*2π)/40110 weeks
41-5.41599 93.98251 (41*2π)/40110 weeks
4264.80485 60.61397 (42*2π)/40110 weeks
4387.14468 89.80975 (43*2π)/4019 weeks
4487.27885 103.0138 (44*2π)/4019 weeks
4579.00398 112.9685 (45*2π)/4019 weeks
4659.32997 93.57055 (46*2π)/4019 weeks
4790.06304 70.33579 (47*2π)/4019 weeks
48118.7277 80.0771 (48*2π)/4018 weeks
49149.4855 130.6219 (49*2π)/4018 weeks
50100.2514 179.5449 (50*2π)/4018 weeks
5153.92096 146.2847 (51*2π)/4018 weeks
5272.23968 124.2775 (52*2π)/4018 weeks
5381.28699 132.7649 (53*2π)/4018 weeks
5487.65575 155.9261 (54*2π)/4017 weeks
5568.22363 186.0769 (55*2π)/4017 weeks
563.11501 194.5742 (56*2π)/4017 weeks
57-34.71129 134.8782 (57*2π)/4017 weeks
58-1.18727 80.18877 (58*2π)/4017 weeks
5946.0319 102.4458 (59*2π)/4017 weeks
6012.87511 146.5784 (60*2π)/4017 weeks
61-33.29266 104.8893 (61*2π)/4017 weeks
62-1.82001 61.30473 (62*2π)/4016 weeks
6316.63689 78.92334 (63*2π)/4016 weeks
64.82755 78.94073 (64*2π)/4016 weeks
6511.65397 62.05579 (65*2π)/4016 weeks
6613.32438 62.6675 (66*2π)/4016 weeks
6712.87564 46.09684 (67*2π)/4016 weeks
6842.82114 39.80699 (68*2π)/4016 weeks
6955.70339 79.74909 (69*2π)/4016 weeks
7012.52453 89.71309 (70*2π)/4016 weeks
712.86027 52.46375 (71*2π)/4016 weeks
7225.78306 41.44534 (72*2π)/4016 weeks
7332.46598 40.97816 (73*2π)/4015 weeks
7441.20808 50.49052 (74*2π)/4015 weeks
7541.38847 53.21627 (75*2π)/4015 weeks
7638.89302 47.43467 (76*2π)/4015 weeks
7760.62546 51.80321 (77*2π)/4015 weeks
7851.25223 79.85167 (78*2π)/4015 weeks
7940.44677 87.36526 (79*2π)/4015 weeks
8020.5964 89.09708 (80*2π)/4015 weeks
81-7.45616 84.05215 (81*2π)/4015 weeks
82-17.63892 60.62775 (82*2π)/4015 weeks
83-24.38165 32.04053 (83*2π)/4015 weeks
84-2.04832 4.73545 (84*2π)/4015 weeks
8521.29807 8.38597 (85*2π)/4015 weeks
8621.14721 20.5621 (86*2π)/4015 weeks
8714.54842 8.82487 (87*2π)/4015 weeks
8830.93698 -12.2559 (88*2π)/4015 weeks
8952.29642 .6056 (89*2π)/4015 weeks
9054.81652 .71702 (90*2π)/4014 weeks
9172.60944 16.55441 (91*2π)/4014 weeks
9260.52019 30.56395 (92*2π)/4014 weeks
9351.62524 20.0797 (93*2π)/4014 weeks
9460.636 23.9076 (94*2π)/4014 weeks
9555.95203 26.4602 (95*2π)/4014 weeks
9656.56162 21.20044 (96*2π)/4014 weeks
9764.48863 10.22763 (97*2π)/4014 weeks
9883.8144 15.89871 (98*2π)/4014 weeks
9992.41889 46.32035 (99*2π)/4014 weeks
10072.07771 61.62938 (100*2π)/4014 weeks
10143.79613 53.88028 (101*2π)/4014 weeks
10245.57465 24.35402 (102*2π)/4014 weeks
10375.54189 18.08704 (103*2π)/4014 weeks
10495.79527 47.16693 (104*2π)/4014 weeks
10576.90674 72.58105 (105*2π)/4014 weeks
10645.4034 71.93234 (106*2π)/4014 weeks
10740.54103 44.12441 (107*2π)/4014 weeks
10871.79076 36.44767 (108*2π)/4014 weeks
10980.59671 78.44265 (109*2π)/4014 weeks
11036.54004 96.86243 (110*2π)/4014 weeks
1116.61363 67.41692 (111*2π)/4014 weeks
11218.88806 37.35026 (112*2π)/4014 weeks
11338.1001 38.58694 (113*2π)/4014 weeks
11443.59581 50.07042 (114*2π)/4014 weeks
11525.04104 69.25483 (115*2π)/4013 weeks
116-3.66049 50.38599 (116*2π)/4013 weeks
1174.43203 16.51414 (117*2π)/4013 weeks
11821.5315 14.07634 (118*2π)/4013 weeks
11918.84371 15.27949 (119*2π)/4013 weeks
12027.61833 -8.46592 (120*2π)/4013 weeks
12157.69292 -5.06251 (121*2π)/4013 weeks
12266.6912 10.66946 (122*2π)/4013 weeks
12369.28175 23.18028 (123*2π)/4013 weeks
12468.4536 34.07927 (124*2π)/4013 weeks
12560.93348 43.72808 (125*2π)/4013 weeks
12656.29136 45.22363 (126*2π)/4013 weeks
12752.30307 48.7226 (127*2π)/4013 weeks
12843.59649 54.38499 (128*2π)/4013 weeks
12931.42296 52.1382 (129*2π)/4013 weeks
13025.46285 37.97219 (130*2π)/4013 weeks
13131.61595 32.88223 (131*2π)/4013 weeks
13234.63419 33.63567 (132*2π)/4013 weeks
13332.15983 33.16149 (133*2π)/4013 weeks
13441.78353 32.24244 (134*2π)/4013 weeks
13533.30695 51.33016 (135*2π)/4013 weeks
1365.79795 39.91177 (136*2π)/4013 weeks
13715.15549 8.93145 (137*2π)/4013 weeks
13840.76408 11.17495 (138*2π)/4013 weeks
13947.99271 33.89812 (139*2π)/4013 weeks
14027.28761 52.00504 (140*2π)/4013 weeks
141-2.62551 38.22184 (141*2π)/4013 weeks
142-6.87345 2.1054 (142*2π)/4013 weeks
14328.60375 -14.93717 (143*2π)/4013 weeks
14447.78921 9.76133 (144*2π)/4013 weeks
14528.41936 30.36378 (145*2π)/4013 weeks
146-3.78143 17.75242 (146*2π)/4013 weeks
1472.01426 -34.62864 (147*2π)/4013 weeks
14858.6332 -42.5798 (148*2π)/4013 weeks
14977.42342 .57696 (149*2π)/4013 weeks
15056.97182 16.68945 (150*2π)/4013 weeks
15147.56388 14.6768 (151*2π)/4013 weeks
15243.25869 3.27627 (152*2π)/4013 weeks
15360.20768 -1.30134 (153*2π)/4013 weeks
15472.17638 16.19585 (154*2π)/4013 weeks
15561.45423 35.09921 (155*2π)/4013 weeks
15635.5511 34.54887 (156*2π)/4013 weeks
15736.69586 12.77599 (157*2π)/4013 weeks
15848.29037 9.63392 (158*2π)/4013 weeks
15953.44604 12.2446 (159*2π)/4013 weeks
16062.46453 21.94177 (160*2π)/4013 weeks
16160.28049 35.34528 (161*2π)/4012 weeks
16244.36627 45.52873 (162*2π)/4012 weeks
16328.70416 41.60164 (163*2π)/4012 weeks
16416.89685 26.31933 (164*2π)/4012 weeks
16531.39843 6.07288 (165*2π)/4012 weeks
16647.69918 21.22405 (166*2π)/4012 weeks
16735.49672 35.31005 (167*2π)/4012 weeks
16822.97213 30.79451 (168*2π)/4012 weeks
16917.85476 16.63933 (169*2π)/4012 weeks
17026.54224 10.1701 (170*2π)/4012 weeks
17133.65038 19.14155 (171*2π)/4012 weeks
17222.75772 26.21516 (172*2π)/4012 weeks
1735.61421 22.42931 (173*2π)/4012 weeks
174-4.80002 -7.84675 (174*2π)/4012 weeks
17529.77653 -28.35788 (175*2π)/4012 weeks
17650.32001 -1.08266 (176*2π)/4012 weeks
17728.62631 11.60731 (177*2π)/4012 weeks
17820.50627 -.56354 (178*2π)/4012 weeks
17923.91185 -17.06671 (179*2π)/4012 weeks
18043.31778 -24.98933 (180*2π)/4012 weeks
18156.95248 -8.67306 (181*2π)/4012 weeks
18258.95146 -3.82568 (182*2π)/4012 weeks
18363.17909 13.05079 (183*2π)/4012 weeks
18447.05515 23.56709 (184*2π)/4012 weeks
18533.92448 15.70354 (185*2π)/4012 weeks
18646.92071 8.77911 (186*2π)/4012 weeks
18743.26692 29.35339 (187*2π)/4012 weeks
18822.54296 30.79029 (188*2π)/4012 weeks
1898.92185 17.01482 (189*2π)/4012 weeks
1906.22521 7.05862 (190*2π)/4012 weeks
191.40153 -7.60099 (191*2π)/4012 weeks
19216.21284 -27.86636 (192*2π)/4012 weeks
19330.31775 -19.05196 (193*2π)/4012 weeks
19416.19879 -18.0334 (194*2π)/4012 weeks
19524.2175 -42.68125 (195*2π)/4012 weeks
19649.59544 -51.74031 (196*2π)/4012 weeks
19773.80543 -36.45182 (197*2π)/4012 weeks
19873.02155 -9.86323 (198*2π)/4012 weeks
19963.07862 -17.21943 (199*2π)/4012 weeks
20083.69329 -14.89778 (200*2π)/4012 weeks
20183.69329 14.89778 (201*2π)/4012 weeks
20263.07862 17.21943 (202*2π)/4012 weeks
20373.02155 9.86323 (203*2π)/4012 weeks
20473.80543 36.45182 (204*2π)/4012 weeks
20549.59544 51.74031 (205*2π)/4012 weeks
20624.2175 42.68125 (206*2π)/4012 weeks
20716.19879 18.0334 (207*2π)/4012 weeks
20830.31775 19.05196 (208*2π)/4012 weeks
20916.21284 27.86636 (209*2π)/4012 weeks
210.40153 7.60099 (210*2π)/4012 weeks
2116.22521 -7.05862 (211*2π)/4012 weeks
2128.92185 -17.01482 (212*2π)/4012 weeks
21322.54296 -30.79029 (213*2π)/4012 weeks
21443.26692 -29.35339 (214*2π)/4012 weeks
21546.92071 -8.77911 (215*2π)/4012 weeks
21633.92448 -15.70354 (216*2π)/4012 weeks
21747.05515 -23.56709 (217*2π)/4012 weeks
21863.17909 -13.05079 (218*2π)/4012 weeks
21958.95146 3.82568 (219*2π)/4012 weeks
22056.95248 8.67306 (220*2π)/4012 weeks
22143.31778 24.98933 (221*2π)/4012 weeks
22223.91185 17.06671 (222*2π)/4012 weeks
22320.50627 .56354 (223*2π)/4012 weeks
22428.62631 -11.60731 (224*2π)/4012 weeks
22550.32001 1.08266 (225*2π)/4012 weeks
22629.77653 28.35788 (226*2π)/4012 weeks
227-4.80002 7.84675 (227*2π)/4012 weeks
2285.61421 -22.42931 (228*2π)/4012 weeks
22922.75772 -26.21516 (229*2π)/4012 weeks
23033.65038 -19.14155 (230*2π)/4012 weeks
23126.54224 -10.1701 (231*2π)/4012 weeks
23217.85476 -16.63933 (232*2π)/4012 weeks
23322.97213 -30.79451 (233*2π)/4012 weeks
23435.49672 -35.31005 (234*2π)/4012 weeks
23547.69918 -21.22405 (235*2π)/4012 weeks
23631.39843 -6.07288 (236*2π)/4012 weeks
23716.89685 -26.31933 (237*2π)/4012 weeks
23828.70416 -41.60164 (238*2π)/4012 weeks
23944.36627 -45.52873 (239*2π)/4012 weeks
24060.28049 -35.34528 (240*2π)/4012 weeks
24162.46453 -21.94177 (241*2π)/4012 weeks
24253.44604 -12.2446 (242*2π)/4012 weeks
24348.29037 -9.63392 (243*2π)/4012 weeks
24436.69586 -12.77599 (244*2π)/4012 weeks
24535.5511 -34.54887 (245*2π)/4012 weeks
24661.45423 -35.09921 (246*2π)/4012 weeks
24772.17638 -16.19585 (247*2π)/4012 weeks
24860.20768 1.30134 (248*2π)/4012 weeks
24943.25869 -3.27627 (249*2π)/4012 weeks
25047.56388 -14.6768 (250*2π)/4012 weeks
25156.97182 -16.68945 (251*2π)/4012 weeks
25277.42342 -.57696 (252*2π)/4012 weeks
25358.6332 42.5798 (253*2π)/4012 weeks
2542.01426 34.62864 (254*2π)/4012 weeks
255-3.78143 -17.75242 (255*2π)/4012 weeks
25628.41936 -30.36378 (256*2π)/4012 weeks
25747.78921 -9.76133 (257*2π)/4012 weeks
25828.60375 14.93717 (258*2π)/4012 weeks
259-6.87345 -2.1054 (259*2π)/4012 weeks
260-2.62551 -38.22184 (260*2π)/4012 weeks
26127.28761 -52.00504 (261*2π)/4012 weeks
26247.99271 -33.89812 (262*2π)/4012 weeks
26340.76408 -11.17495 (263*2π)/4012 weeks
26415.15549 -8.93145 (264*2π)/4012 weeks
2655.79795 -39.91177 (265*2π)/4012 weeks
26633.30695 -51.33016 (266*2π)/4012 weeks
26741.78353 -32.24244 (267*2π)/4012 weeks
26832.15983 -33.16149 (268*2π)/4011 weeks
26934.63419 -33.63567 (269*2π)/4011 weeks
27031.61595 -32.88223 (270*2π)/4011 weeks
27125.46285 -37.97219 (271*2π)/4011 weeks
27231.42296 -52.1382 (272*2π)/4011 weeks
27343.59649 -54.38499 (273*2π)/4011 weeks
27452.30307 -48.7226 (274*2π)/4011 weeks
27556.29136 -45.22363 (275*2π)/4011 weeks
27660.93348 -43.72808 (276*2π)/4011 weeks
27768.4536 -34.07927 (277*2π)/4011 weeks
27869.28175 -23.18028 (278*2π)/4011 weeks
27966.6912 -10.66946 (279*2π)/4011 weeks
28057.69292 5.06251 (280*2π)/4011 weeks
28127.61833 8.46592 (281*2π)/4011 weeks
28218.84371 -15.27949 (282*2π)/4011 weeks
28321.5315 -14.07634 (283*2π)/4011 weeks
2844.43203 -16.51414 (284*2π)/4011 weeks
285-3.66049 -50.38599 (285*2π)/4011 weeks
28625.04104 -69.25483 (286*2π)/4011 weeks
28743.59581 -50.07042 (287*2π)/4011 weeks
28838.1001 -38.58694 (288*2π)/4011 weeks
28918.88806 -37.35026 (289*2π)/4011 weeks
2906.61363 -67.41692 (290*2π)/4011 weeks
29136.54004 -96.86243 (291*2π)/4011 weeks
29280.59671 -78.44265 (292*2π)/4011 weeks
29371.79076 -36.44767 (293*2π)/4011 weeks
29440.54103 -44.12441 (294*2π)/4011 weeks
29545.4034 -71.93234 (295*2π)/4011 weeks
29676.90674 -72.58105 (296*2π)/4011 weeks
29795.79527 -47.16693 (297*2π)/4011 weeks
29875.54189 -18.08704 (298*2π)/4011 weeks
29945.57465 -24.35402 (299*2π)/4011 weeks
30043.79613 -53.88028 (300*2π)/4011 weeks
30172.07771 -61.62938 (301*2π)/4011 weeks
30292.41889 -46.32035 (302*2π)/4011 weeks
30383.8144 -15.89871 (303*2π)/4011 weeks
30464.48863 -10.22763 (304*2π)/4011 weeks
30556.56162 -21.20044 (305*2π)/4011 weeks
30655.95203 -26.4602 (306*2π)/4011 weeks
30760.636 -23.9076 (307*2π)/4011 weeks
30851.62524 -20.0797 (308*2π)/4011 weeks
30960.52019 -30.56395 (309*2π)/4011 weeks
31072.60944 -16.55441 (310*2π)/4011 weeks
31154.81652 -.71702 (311*2π)/4011 weeks
31252.29642 -.6056 (312*2π)/4011 weeks
31330.93698 12.2559 (313*2π)/4011 weeks
31414.54842 -8.82487 (314*2π)/4011 weeks
31521.14721 -20.5621 (315*2π)/4011 weeks
31621.29807 -8.38597 (316*2π)/4011 weeks
317-2.04832 -4.73545 (317*2π)/4011 weeks
318-24.38165 -32.04053 (318*2π)/4011 weeks
319-17.63892 -60.62775 (319*2π)/4011 weeks
320-7.45616 -84.05215 (320*2π)/4011 weeks
32120.5964 -89.09708 (321*2π)/4011 weeks
32240.44677 -87.36526 (322*2π)/4011 weeks
32351.25223 -79.85167 (323*2π)/4011 weeks
32460.62546 -51.80321 (324*2π)/4011 weeks
32538.89302 -47.43467 (325*2π)/4011 weeks
32641.38847 -53.21627 (326*2π)/4011 weeks
32741.20808 -50.49052 (327*2π)/4011 weeks
32832.46598 -40.97816 (328*2π)/4011 weeks
32925.78306 -41.44534 (329*2π)/4011 weeks
3302.86027 -52.46375 (330*2π)/4011 weeks
33112.52453 -89.71309 (331*2π)/4011 weeks
33255.70339 -79.74909 (332*2π)/4011 weeks
33342.82114 -39.80699 (333*2π)/4011 weeks
33412.87564 -46.09684 (334*2π)/4011 weeks
33513.32438 -62.6675 (335*2π)/4011 weeks
33611.65397 -62.05579 (336*2π)/4011 weeks
337.82755 -78.94073 (337*2π)/4011 weeks
33816.63689 -78.92334 (338*2π)/4011 weeks
339-1.82001 -61.30473 (339*2π)/4011 weeks
340-33.29266 -104.8893 (340*2π)/4011 weeks
34112.87511 -146.5784 (341*2π)/4011 weeks
34246.0319 -102.4458 (342*2π)/4011 weeks
343-1.18727 -80.18877 (343*2π)/4011 weeks
344-34.71129 -134.8782 (344*2π)/4011 weeks
3453.11501 -194.5742 (345*2π)/4011 weeks
34668.22363 -186.0769 (346*2π)/4011 weeks
34787.65575 -155.9261 (347*2π)/4011 weeks
34881.28699 -132.7649 (348*2π)/4011 weeks
34972.23968 -124.2775 (349*2π)/4011 weeks
35053.92096 -146.2847 (350*2π)/4011 weeks
351100.2514 -179.5449 (351*2π)/4011 weeks
352149.4855 -130.6219 (352*2π)/4011 weeks
353118.7277 -80.0771 (353*2π)/4011 weeks
35490.06304 -70.33579 (354*2π)/4011 weeks
35559.32997 -93.57055 (355*2π)/4011 weeks
35679.00398 -112.9685 (356*2π)/4011 weeks
35787.27885 -103.0138 (357*2π)/4011 weeks
35887.14468 -89.80975 (358*2π)/4011 weeks
35964.80485 -60.61397 (359*2π)/4011 weeks
360-5.41599 -93.98251 (360*2π)/4011 weeks
36115.42706 -169.3964 (361*2π)/4011 weeks
36274.3253 -193.7593 (362*2π)/4011 weeks
363116.5126 -163.6094 (363*2π)/4011 weeks
364107.1737 -138.388 (364*2π)/4011 weeks
365113.89 -136.9275 (365*2π)/4011 weeks
366117.056 -97.36227 (366*2π)/4011 weeks
36759.19431 -118.4501 (367*2π)/4011 weeks
36879.2841 -163.5439 (368*2π)/4011 weeks
369130.722 -175.8494 (369*2π)/4011 weeks
370165.1334 -117.4747 (370*2π)/4011 weeks
371151.0983 -61.53636 (371*2π)/4011 weeks
37274.36269 -49.07642 (372*2π)/4011 weeks
37349.0293 -94.55487 (373*2π)/4011 weeks
37477.41346 -106.8972 (374*2π)/4011 weeks
37561.54943 -65.89873 (375*2π)/4011 weeks
376-4.90725 -68.07912 (376*2π)/4011 weeks
377-62.18319 -142.3158 (377*2π)/4011 weeks
378-40.2294 -229.6181 (378*2π)/4011 weeks
37926.49899 -251.747 (379*2π)/4011 weeks
38078.52406 -248.8746 (380*2π)/4011 weeks
38159.31893 -176.1103 (381*2π)/4011 weeks
382-65.95628 -260.6323 (382*2π)/4011 weeks
38361.51101 -407.1989 (383*2π)/4011 weeks
384219.6243 -316.4071 (384*2π)/4011 weeks
385138.3571 -232.826 (385*2π)/4011 weeks
386137.5658 -272.6219 (386*2π)/4011 weeks
387174.6778 -218.8519 (387*2π)/4011 weeks
38871.78346 -182.3248 (388*2π)/4011 weeks
38917.98945 -290.9589 (389*2π)/4011 weeks
39084.53307 -302.0001 (390*2π)/4011 weeks
39134.34386 -233.86 (391*2π)/4011 weeks
392-165.564 -280.8435 (392*2π)/4011 weeks
393-362.7472 -540.2484 (393*2π)/4011 weeks
394-249.8153 -1,049.962 (394*2π)/4011 weeks
395219.0102 -1,223.081 (395*2π)/4011 weeks
396442.5198 -1,089.769 (396*2π)/4011 weeks
397527.4489 -1,193.024 (397*2π)/4011 weeks
398743.4692 -1,345.543 (398*2π)/4011 weeks
399854.0128 -1,653.142 (399*2π)/4011 weeks



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