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# Fourier Analysis of SOXS (Direxion Daily Semicondct Bear 3X ETF)

SOXS (Direxion Daily Semicondct Bear 3X ETF) appears to have interesting cyclic behaviour every 23 weeks (379.159*sine), 22 weeks (321.178*sine), and 36 weeks (288.7361*sine).

SOXS (Direxion Daily Semicondct Bear 3X ETF) has an average price of 2,393.61 (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 6/4/2018 for SOXS (Direxion Daily Semicondct Bear 3X ETF), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
02,393.613   0
12,289.117 2,440.596 (1*2π)/431431 weeks
2844.3101 1,664.465 (2*2π)/431216 weeks
3742.678 1,265.11 (3*2π)/431144 weeks
4534.4683 1,140.51 (4*2π)/431108 weeks
5412.7194 1,023.362 (5*2π)/43186 weeks
6340.8912 1,092.878 (6*2π)/43172 weeks
7-19.20247 1,113.755 (7*2π)/43162 weeks
8-346.1136 766.0416 (8*2π)/43154 weeks
9-272.125 379.7087 (9*2π)/43148 weeks
10-95.42099 225.7847 (10*2π)/43143 weeks
1157.38813 233.6097 (11*2π)/43139 weeks
1275.07146 288.7361 (12*2π)/43136 weeks
1313.00405 259.4105 (13*2π)/43133 weeks
1469.56084 168.5121 (14*2π)/43131 weeks
15160.6266 199.2181 (15*2π)/43129 weeks
16133.2066 254.7805 (16*2π)/43127 weeks
17120.1162 224.5276 (17*2π)/43125 weeks
18199.4287 250.231 (18*2π)/43124 weeks
19114.9737 379.159 (19*2π)/43123 weeks
20-38.1302 321.178 (20*2π)/43122 weeks
21-3.62813 160.9351 (21*2π)/43121 weeks
2281.14429 193.3236 (22*2π)/43120 weeks
2347.26598 240.7753 (23*2π)/43119 weeks
2410.84612 236.478 (24*2π)/43118 weeks
25-48.40884 192.8224 (25*2π)/43117 weeks
26-54.65578 114.2288 (26*2π)/43117 weeks
273.42166 60.77797 (27*2π)/43116 weeks
2859.77723 62.81215 (28*2π)/43115 weeks
2972.28895 98.93465 (29*2π)/43115 weeks
3046.4199 91.69698 (30*2π)/43114 weeks
3161.7426 51.61401 (31*2π)/43114 weeks
32126.6211 44.07713 (32*2π)/43113 weeks
33150.5107 96.3891 (33*2π)/43113 weeks
34144.0492 149.654 (34*2π)/43113 weeks
3590.35299 161.1389 (35*2π)/43112 weeks
3659.74468 135.8945 (36*2π)/43112 weeks
3770.42867 87.07287 (37*2π)/43112 weeks
38117.0405 109.6407 (38*2π)/43111 weeks
39102.3784 128.4414 (39*2π)/43111 weeks
40101.8907 128.767 (40*2π)/43111 weeks
41105.0905 158.2181 (41*2π)/43111 weeks
4264.509 180.7184 (42*2π)/43110 weeks
4314.04277 157.2214 (43*2π)/43110 weeks
44-6.81266 92.96364 (44*2π)/43110 weeks
4552.4294 53.99349 (45*2π)/43110 weeks
4680.51505 79.50417 (46*2π)/4319 weeks
4781.60431 92.72553 (47*2π)/4319 weeks
4877.6655 101.9073 (48*2π)/4319 weeks
4959.22997 101.048 (49*2π)/4319 weeks
5065.76886 70.11801 (50*2π)/4319 weeks
5197.22643 70.48272 (51*2π)/4318 weeks
52126.8346 82.62969 (52*2π)/4318 weeks
53131.2097 141.3037 (53*2π)/4318 weeks
5476.7934 165.8034 (54*2π)/4318 weeks
5550.6974 128.9222 (55*2π)/4318 weeks
5668.99918 116.0795 (56*2π)/4318 weeks
5775.81617 123.546 (57*2π)/4318 weeks
5881.81693 143.7966 (58*2π)/4317 weeks
5966.59231 169.231 (59*2π)/4317 weeks
6014.80706 185.4299 (60*2π)/4317 weeks
61-29.44748 141.2874 (61*2π)/4317 weeks
62-17.58523 84.66276 (62*2π)/4317 weeks
6331.30696 79.25487 (63*2π)/4317 weeks
6436.92718 123.9621 (64*2π)/4317 weeks
65-16.46376 125.9164 (65*2π)/4317 weeks
66-26.78678 74.0801 (66*2π)/4317 weeks
6710.78802 60.87648 (67*2π)/4316 weeks
6813.51843 76.44333 (68*2π)/4316 weeks
69-.66667 68.16563 (69*2π)/4316 weeks
7011.92754 58.3047 (70*2π)/4316 weeks
7112.20773 58.15144 (71*2π)/4316 weeks
7211.79388 43.1148 (72*2π)/4316 weeks
7337.0204 36.18021 (73*2π)/4316 weeks
7454.6831 67.70623 (74*2π)/4316 weeks
7520.94162 87.31006 (75*2π)/4316 weeks
76-.06163 58.0976 (76*2π)/4316 weeks
7716.62656 37.43259 (77*2π)/4316 weeks
7826.68799 40.9034 (78*2π)/4316 weeks
7938.12311 40.88472 (79*2π)/4315 weeks
8037.337 47.24957 (80*2π)/4315 weeks
8136.29705 50.36191 (81*2π)/4315 weeks
8240.58033 41.49357 (82*2π)/4315 weeks
8359.18714 54.91666 (83*2π)/4315 weeks
8444.69877 74.46084 (84*2π)/4315 weeks
8535.9143 82.33605 (85*2π)/4315 weeks
8618.95467 82.85012 (86*2π)/4315 weeks
87-5.53202 79.50629 (87*2π)/4315 weeks
88-15.30692 58.32074 (88*2π)/4315 weeks
89-23.1798 36.16335 (89*2π)/4315 weeks
90-9.8885 8.28251 (90*2π)/4315 weeks
9114.43996 5.2645 (91*2π)/4315 weeks
9223.79078 16.01829 (92*2π)/4315 weeks
9314.62388 14.7599 (93*2π)/4315 weeks
9415.36282 -1.47652 (94*2π)/4315 weeks
9540.7324 -9.58767 (95*2π)/4315 weeks
9648.22189 3.54077 (96*2π)/4314 weeks
9756.02347 .18709 (97*2π)/4314 weeks
9866.31522 19.73539 (98*2π)/4314 weeks
9954.65577 28.81729 (99*2π)/4314 weeks
10048.47426 18.17432 (100*2π)/4314 weeks
10156.38951 22.04488 (101*2π)/4314 weeks
10252.67833 24.98919 (102*2π)/4314 weeks
10352.55355 20.00073 (103*2π)/4314 weeks
10455.28891 11.42685 (104*2π)/4314 weeks
10572.28577 12.44755 (105*2π)/4314 weeks
10688.64322 30.14169 (106*2π)/4314 weeks
10775.0155 52.65678 (107*2π)/4314 weeks
10853.81545 59.26426 (108*2π)/4314 weeks
10937.26338 38.6521 (109*2π)/4314 weeks
11051.02112 16.38014 (110*2π)/4314 weeks
11177.64796 20.57213 (111*2π)/4314 weeks
11287.0068 51.30467 (112*2π)/4314 weeks
11368.4046 69.44109 (113*2π)/4314 weeks
11440.8065 65.37503 (114*2π)/4314 weeks
11537.64675 41.13276 (115*2π)/4314 weeks
11664.17652 32.50139 (116*2π)/4314 weeks
11777.53674 66.69199 (117*2π)/4314 weeks
11843.71457 91.289 (118*2π)/4314 weeks
11910.45266 72.82105 (119*2π)/4314 weeks
12010.38073 40.97157 (120*2π)/4314 weeks
12129.3529 32.54085 (121*2π)/4314 weeks
12238.22959 40.92733 (122*2π)/4314 weeks
12338.69461 56.27401 (123*2π)/4314 weeks
12411.43025 61.46504 (124*2π)/4313 weeks
125-6.27228 36.10696 (125*2π)/4313 weeks
1269.36825 13.14375 (126*2π)/4313 weeks
12721.25883 13.68925 (127*2π)/4313 weeks
12816.63247 12.82117 (128*2π)/4313 weeks
12926.24758 -8.19157 (129*2π)/4313 weeks
13052.69137 -5.57237 (130*2π)/4313 weeks
13161.30248 8.51773 (131*2π)/4313 weeks
13264.26143 19.60173 (132*2π)/4313 weeks
13364.06705 29.08295 (133*2π)/4313 weeks
13460.01359 38.83592 (134*2π)/4313 weeks
13553.17322 40.71666 (135*2π)/4313 weeks
13649.89034 43.8033 (136*2π)/4313 weeks
13746.19213 48.38175 (137*2π)/4313 weeks
13836.10218 50.35892 (138*2π)/4313 weeks
13925.22163 45.4839 (139*2π)/4313 weeks
14025.43134 32.97773 (140*2π)/4313 weeks
14130.22306 30.41378 (141*2π)/4313 weeks
14232.29429 31.50814 (142*2π)/4313 weeks
14329.89629 30.47173 (143*2π)/4313 weeks
14438.60669 29.62272 (144*2π)/4313 weeks
14533.13876 46.67932 (145*2π)/4313 weeks
1468.43117 41.61174 (146*2π)/4313 weeks
1478.53198 12.80478 (147*2π)/4313 weeks
14831.94927 7.02239 (148*2π)/4313 weeks
14945.26592 22.55328 (149*2π)/4313 weeks
15036.79683 42.98345 (150*2π)/4313 weeks
1519.96904 46.15709 (151*2π)/4313 weeks
152-8.13142 22.93555 (152*2π)/4313 weeks
1532.23336 -9.25078 (153*2π)/4313 weeks
15434.91676 -9.40588 (154*2π)/4313 weeks
15543.35163 15.31061 (155*2π)/4313 weeks
15622.66767 28.58355 (156*2π)/4313 weeks
157-5.36323 13.74644 (157*2π)/4313 weeks
1581.9743 -32.25553 (158*2π)/4313 weeks
15951.2196 -41.25982 (159*2π)/4313 weeks
16073.13842 -4.6961 (160*2π)/4313 weeks
16156.34561 15.37137 (161*2π)/4313 weeks
16246.34221 14.22342 (162*2π)/4313 weeks
16339.51865 8.323 (163*2π)/4313 weeks
16448.65568 -2.39486 (164*2π)/4313 weeks
16563.80955 4.84442 (165*2π)/4313 weeks
16664.38486 24.34601 (166*2π)/4313 weeks
16749.40823 36.60092 (167*2π)/4313 weeks
16829.24036 24.4812 (168*2π)/4313 weeks
16936.65641 10.20224 (169*2π)/4313 weeks
17046.27199 9.76117 (170*2π)/4313 weeks
17150.56474 11.35699 (171*2π)/4313 weeks
17258.06372 20.79191 (172*2π)/4313 weeks
17356.26918 32.19441 (173*2π)/4312 weeks
17443.15254 42.20472 (174*2π)/4312 weeks
17529.18523 39.85326 (175*2π)/4312 weeks
17617.46678 29.52603 (176*2π)/4312 weeks
17721.20944 8.93037 (177*2π)/4312 weeks
17842.22128 12.02198 (178*2π)/4312 weeks
17940.65419 29.12061 (179*2π)/4312 weeks
18026.25988 31.08056 (180*2π)/4312 weeks
18116.87885 24.83557 (181*2π)/4312 weeks
18219.12555 12.54864 (182*2π)/4312 weeks
18327.7434 9.83316 (183*2π)/4312 weeks
18430.19224 20.07774 (184*2π)/4312 weeks
18519.66372 24.43255 (185*2π)/4312 weeks
1864.18158 20.07858 (186*2π)/4312 weeks
187-4.62306 -6.68225 (187*2π)/4312 weeks
18824.34705 -26.89587 (188*2π)/4312 weeks
18946.9034 -6.01267 (189*2π)/4312 weeks
19031.41193 12.23828 (190*2π)/4312 weeks
19120.34526 2.5942 (191*2π)/4312 weeks
19218.77951 -10.20393 (192*2π)/4312 weeks
19330.85436 -21.70812 (193*2π)/4312 weeks
19450.87362 -17.33891 (194*2π)/4312 weeks
19551.57033 -5.25999 (195*2π)/4312 weeks
19657.93173 .30283 (196*2π)/4312 weeks
19755.53019 17.32689 (197*2π)/4312 weeks
19840.62139 21.61659 (198*2π)/4312 weeks
19931.3923 12.02348 (199*2π)/4312 weeks
20044.71349 9.36647 (200*2π)/4312 weeks
20140.0458 27.39386 (201*2π)/4312 weeks
20222.01299 28.93954 (202*2π)/4312 weeks
2038.83162 17.91567 (203*2π)/4312 weeks
2046.87958 8.26821 (204*2π)/4312 weeks
2051.78397 -1.97366 (205*2π)/4312 weeks
2066.9261 -22.75307 (206*2π)/4312 weeks
20725.54852 -22.67792 (207*2π)/4312 weeks
20823.6491 -12.28734 (208*2π)/4312 weeks
20913.83496 -28.6885 (209*2π)/4312 weeks
21029.87745 -44.21928 (210*2π)/4312 weeks
21155.09589 -45.5375 (211*2π)/4312 weeks
21271.88313 -28.28062 (212*2π)/4312 weeks
21364.18567 -7.6967 (213*2π)/4312 weeks
21459.82887 -17.10587 (214*2π)/4312 weeks
21578.49344 -13.0947 (215*2π)/4312 weeks
21678.49344 13.0947 (216*2π)/4312 weeks
21759.82887 17.10587 (217*2π)/4312 weeks
21864.18567 7.6967 (218*2π)/4312 weeks
21971.88313 28.28062 (219*2π)/4312 weeks
22055.09589 45.5375 (220*2π)/4312 weeks
22129.87745 44.21928 (221*2π)/4312 weeks
22213.83496 28.6885 (222*2π)/4312 weeks
22323.6491 12.28734 (223*2π)/4312 weeks
22425.54852 22.67792 (224*2π)/4312 weeks
2256.9261 22.75307 (225*2π)/4312 weeks
2261.78397 1.97366 (226*2π)/4312 weeks
2276.87958 -8.26821 (227*2π)/4312 weeks
2288.83162 -17.91567 (228*2π)/4312 weeks
22922.01299 -28.93954 (229*2π)/4312 weeks
23040.0458 -27.39386 (230*2π)/4312 weeks
23144.71349 -9.36647 (231*2π)/4312 weeks
23231.3923 -12.02348 (232*2π)/4312 weeks
23340.62139 -21.61659 (233*2π)/4312 weeks
23455.53019 -17.32689 (234*2π)/4312 weeks
23557.93173 -.30283 (235*2π)/4312 weeks
23651.57033 5.25999 (236*2π)/4312 weeks
23750.87362 17.33891 (237*2π)/4312 weeks
23830.85436 21.70812 (238*2π)/4312 weeks
23918.77951 10.20393 (239*2π)/4312 weeks
24020.34526 -2.5942 (240*2π)/4312 weeks
24131.41193 -12.23828 (241*2π)/4312 weeks
24246.9034 6.01267 (242*2π)/4312 weeks
24324.34705 26.89587 (243*2π)/4312 weeks
244-4.62306 6.68225 (244*2π)/4312 weeks
2454.18158 -20.07858 (245*2π)/4312 weeks
24619.66372 -24.43255 (246*2π)/4312 weeks
24730.19224 -20.07774 (247*2π)/4312 weeks
24827.7434 -9.83316 (248*2π)/4312 weeks
24919.12555 -12.54864 (249*2π)/4312 weeks
25016.87885 -24.83557 (250*2π)/4312 weeks
25126.25988 -31.08056 (251*2π)/4312 weeks
25240.65419 -29.12061 (252*2π)/4312 weeks
25342.22128 -12.02198 (253*2π)/4312 weeks
25421.20944 -8.93037 (254*2π)/4312 weeks
25517.46678 -29.52603 (255*2π)/4312 weeks
25629.18523 -39.85326 (256*2π)/4312 weeks
25743.15254 -42.20472 (257*2π)/4312 weeks
25856.26918 -32.19441 (258*2π)/4312 weeks
25958.06372 -20.79191 (259*2π)/4312 weeks
26050.56474 -11.35699 (260*2π)/4312 weeks
26146.27199 -9.76117 (261*2π)/4312 weeks
26236.65641 -10.20224 (262*2π)/4312 weeks
26329.24036 -24.4812 (263*2π)/4312 weeks
26449.40823 -36.60092 (264*2π)/4312 weeks
26564.38486 -24.34601 (265*2π)/4312 weeks
26663.80955 -4.84442 (266*2π)/4312 weeks
26748.65568 2.39486 (267*2π)/4312 weeks
26839.51865 -8.323 (268*2π)/4312 weeks
26946.34221 -14.22342 (269*2π)/4312 weeks
27056.34561 -15.37137 (270*2π)/4312 weeks
27173.13842 4.6961 (271*2π)/4312 weeks
27251.2196 41.25982 (272*2π)/4312 weeks
2731.9743 32.25553 (273*2π)/4312 weeks
274-5.36323 -13.74644 (274*2π)/4312 weeks
27522.66767 -28.58355 (275*2π)/4312 weeks
27643.35163 -15.31061 (276*2π)/4312 weeks
27734.91676 9.40588 (277*2π)/4312 weeks
2782.23336 9.25078 (278*2π)/4312 weeks
279-8.13142 -22.93555 (279*2π)/4312 weeks
2809.96904 -46.15709 (280*2π)/4312 weeks
28136.79683 -42.98345 (281*2π)/4312 weeks
28245.26592 -22.55328 (282*2π)/4312 weeks
28331.94927 -7.02239 (283*2π)/4312 weeks
2848.53198 -12.80478 (284*2π)/4312 weeks
2858.43117 -41.61174 (285*2π)/4312 weeks
28633.13876 -46.67932 (286*2π)/4312 weeks
28738.60669 -29.62272 (287*2π)/4312 weeks
28829.89629 -30.47173 (288*2π)/4311 weeks
28932.29429 -31.50814 (289*2π)/4311 weeks
29030.22306 -30.41378 (290*2π)/4311 weeks
29125.43134 -32.97773 (291*2π)/4311 weeks
29225.22163 -45.4839 (292*2π)/4311 weeks
29336.10218 -50.35892 (293*2π)/4311 weeks
29446.19213 -48.38175 (294*2π)/4311 weeks
29549.89034 -43.8033 (295*2π)/4311 weeks
29653.17322 -40.71666 (296*2π)/4311 weeks
29760.01359 -38.83592 (297*2π)/4311 weeks
29864.06705 -29.08295 (298*2π)/4311 weeks
29964.26143 -19.60173 (299*2π)/4311 weeks
30061.30248 -8.51773 (300*2π)/4311 weeks
30152.69137 5.57237 (301*2π)/4311 weeks
30226.24758 8.19157 (302*2π)/4311 weeks
30316.63247 -12.82117 (303*2π)/4311 weeks
30421.25883 -13.68925 (304*2π)/4311 weeks
3059.36825 -13.14375 (305*2π)/4311 weeks
306-6.27228 -36.10696 (306*2π)/4311 weeks
30711.43025 -61.46504 (307*2π)/4311 weeks
30838.69461 -56.27401 (308*2π)/4311 weeks
30938.22959 -40.92733 (309*2π)/4311 weeks
31029.3529 -32.54085 (310*2π)/4311 weeks
31110.38073 -40.97157 (311*2π)/4311 weeks
31210.45266 -72.82105 (312*2π)/4311 weeks
31343.71457 -91.289 (313*2π)/4311 weeks
31477.53674 -66.69199 (314*2π)/4311 weeks
31564.17652 -32.50139 (315*2π)/4311 weeks
31637.64675 -41.13276 (316*2π)/4311 weeks
31740.8065 -65.37503 (317*2π)/4311 weeks
31868.4046 -69.44109 (318*2π)/4311 weeks
31987.0068 -51.30467 (319*2π)/4311 weeks
32077.64796 -20.57213 (320*2π)/4311 weeks
32151.02112 -16.38014 (321*2π)/4311 weeks
32237.26338 -38.6521 (322*2π)/4311 weeks
32353.81545 -59.26426 (323*2π)/4311 weeks
32475.0155 -52.65678 (324*2π)/4311 weeks
32588.64322 -30.14169 (325*2π)/4311 weeks
32672.28577 -12.44755 (326*2π)/4311 weeks
32755.28891 -11.42685 (327*2π)/4311 weeks
32852.55355 -20.00073 (328*2π)/4311 weeks
32952.67833 -24.98919 (329*2π)/4311 weeks
33056.38951 -22.04488 (330*2π)/4311 weeks
33148.47426 -18.17432 (331*2π)/4311 weeks
33254.65577 -28.81729 (332*2π)/4311 weeks
33366.31522 -19.73539 (333*2π)/4311 weeks
33456.02347 -.18709 (334*2π)/4311 weeks
33548.22189 -3.54077 (335*2π)/4311 weeks
33640.7324 9.58767 (336*2π)/4311 weeks
33715.36282 1.47652 (337*2π)/4311 weeks
33814.62388 -14.7599 (338*2π)/4311 weeks
33923.79078 -16.01829 (339*2π)/4311 weeks
34014.43996 -5.2645 (340*2π)/4311 weeks
341-9.8885 -8.28251 (341*2π)/4311 weeks
342-23.1798 -36.16335 (342*2π)/4311 weeks
343-15.30692 -58.32074 (343*2π)/4311 weeks
344-5.53202 -79.50629 (344*2π)/4311 weeks
34518.95467 -82.85012 (345*2π)/4311 weeks
34635.9143 -82.33605 (346*2π)/4311 weeks
34744.69877 -74.46084 (347*2π)/4311 weeks
34859.18714 -54.91666 (348*2π)/4311 weeks
34940.58033 -41.49357 (349*2π)/4311 weeks
35036.29705 -50.36191 (350*2π)/4311 weeks
35137.337 -47.24957 (351*2π)/4311 weeks
35238.12311 -40.88472 (352*2π)/4311 weeks
35326.68799 -40.9034 (353*2π)/4311 weeks
35416.62656 -37.43259 (354*2π)/4311 weeks
355-.06163 -58.0976 (355*2π)/4311 weeks
35620.94162 -87.31006 (356*2π)/4311 weeks
35754.6831 -67.70623 (357*2π)/4311 weeks
35837.0204 -36.18021 (358*2π)/4311 weeks
35911.79388 -43.1148 (359*2π)/4311 weeks
36012.20773 -58.15144 (360*2π)/4311 weeks
36111.92754 -58.3047 (361*2π)/4311 weeks
362-.66667 -68.16563 (362*2π)/4311 weeks
36313.51843 -76.44333 (363*2π)/4311 weeks
36410.78802 -60.87648 (364*2π)/4311 weeks
365-26.78678 -74.0801 (365*2π)/4311 weeks
366-16.46376 -125.9164 (366*2π)/4311 weeks
36736.92718 -123.9621 (367*2π)/4311 weeks
36831.30696 -79.25487 (368*2π)/4311 weeks
369-17.58523 -84.66276 (369*2π)/4311 weeks
370-29.44748 -141.2874 (370*2π)/4311 weeks
37114.80706 -185.4299 (371*2π)/4311 weeks
37266.59231 -169.231 (372*2π)/4311 weeks
37381.81693 -143.7966 (373*2π)/4311 weeks
37475.81617 -123.546 (374*2π)/4311 weeks
37568.99918 -116.0795 (375*2π)/4311 weeks
37650.6974 -128.9222 (376*2π)/4311 weeks
37776.7934 -165.8034 (377*2π)/4311 weeks
378131.2097 -141.3037 (378*2π)/4311 weeks
379126.8346 -82.62969 (379*2π)/4311 weeks
38097.22643 -70.48272 (380*2π)/4311 weeks
38165.76886 -70.11801 (381*2π)/4311 weeks
38259.22997 -101.048 (382*2π)/4311 weeks
38377.6655 -101.9073 (383*2π)/4311 weeks
38481.60431 -92.72553 (384*2π)/4311 weeks
38580.51505 -79.50417 (385*2π)/4311 weeks
38652.4294 -53.99349 (386*2π)/4311 weeks
387-6.81266 -92.96364 (387*2π)/4311 weeks
38814.04277 -157.2214 (388*2π)/4311 weeks
38964.509 -180.7184 (389*2π)/4311 weeks
390105.0905 -158.2181 (390*2π)/4311 weeks
391101.8907 -128.767 (391*2π)/4311 weeks
392102.3784 -128.4414 (392*2π)/4311 weeks
393117.0405 -109.6407 (393*2π)/4311 weeks
39470.42867 -87.07287 (394*2π)/4311 weeks
39559.74468 -135.8945 (395*2π)/4311 weeks
39690.35299 -161.1389 (396*2π)/4311 weeks
397144.0492 -149.654 (397*2π)/4311 weeks
398150.5107 -96.3891 (398*2π)/4311 weeks
399126.6211 -44.07713 (399*2π)/4311 weeks
40061.7426 -51.61401 (400*2π)/4311 weeks
40146.4199 -91.69698 (401*2π)/4311 weeks
40272.28895 -98.93465 (402*2π)/4311 weeks
40359.77723 -62.81215 (403*2π)/4311 weeks
4043.42166 -60.77797 (404*2π)/4311 weeks
405-54.65578 -114.2288 (405*2π)/4311 weeks
406-48.40884 -192.8224 (406*2π)/4311 weeks
40710.84612 -236.478 (407*2π)/4311 weeks
40847.26598 -240.7753 (408*2π)/4311 weeks
40981.14429 -193.3236 (409*2π)/4311 weeks
410-3.62813 -160.9351 (410*2π)/4311 weeks
411-38.1302 -321.178 (411*2π)/4311 weeks
412114.9737 -379.159 (412*2π)/4311 weeks
413199.4287 -250.231 (413*2π)/4311 weeks
414120.1162 -224.5276 (414*2π)/4311 weeks
415133.2066 -254.7805 (415*2π)/4311 weeks
416160.6266 -199.2181 (416*2π)/4311 weeks
41769.56084 -168.5121 (417*2π)/4311 weeks
41813.00405 -259.4105 (418*2π)/4311 weeks
41975.07146 -288.7361 (419*2π)/4311 weeks
42057.38813 -233.6097 (420*2π)/4311 weeks
421-95.42099 -225.7847 (421*2π)/4311 weeks
422-272.125 -379.7087 (422*2π)/4311 weeks
423-346.1136 -766.0416 (423*2π)/4311 weeks
424-19.20247 -1,113.755 (424*2π)/4311 weeks
425340.8912 -1,092.878 (425*2π)/4311 weeks
426412.7194 -1,023.362 (426*2π)/4311 weeks
427534.4683 -1,140.51 (427*2π)/4311 weeks
428742.678 -1,265.11 (428*2π)/4311 weeks
429844.3101 -1,664.465 (429*2π)/4311 weeks