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Fourier Analysis of SOXS (Direxion Daily Semiconductor Bear 3x Shares ETF)


SOXS (Direxion Daily Semiconductor Bear 3x Shares ETF) appears to have interesting cyclic behaviour every 23 weeks (393.1201*sine), 22 weeks (383.7058*sine), and 36 weeks (321.7326*sine).

SOXS (Direxion Daily Semiconductor Bear 3x Shares ETF) has an average price of 2,633.73 (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 9/5/2017 for SOXS (Direxion Daily Semiconductor Bear 3x Shares ETF), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
02,633.729   0 
12,247.782 2,654.105 (1*2π)/392392 weeks
2863.2087 1,649.744 (2*2π)/392196 weeks
3739.5306 1,368.118 (3*2π)/392131 weeks
4522.7412 1,209.003 (4*2π)/39298 weeks
5449.7759 1,125.027 (5*2π)/39278 weeks
6162.8703 1,255.125 (6*2π)/39265 weeks
7-314.6811 996.867 (7*2π)/39256 weeks
8-338.9808 479.175 (8*2π)/39249 weeks
9-126.2797 258.9626 (9*2π)/39244 weeks
1062.59274 256.5219 (10*2π)/39239 weeks
1178.75821 321.7326 (11*2π)/39236 weeks
1212.92806 260.0456 (12*2π)/39233 weeks
13110.6825 179.7514 (13*2π)/39230 weeks
14179.0521 257.1556 (14*2π)/39228 weeks
15129.8645 268.669 (15*2π)/39226 weeks
16178.4899 235.0537 (16*2π)/39225 weeks
17181.7784 393.1201 (17*2π)/39223 weeks
18-11.99699 383.7058 (18*2π)/39222 weeks
19-21.13232 185.8367 (19*2π)/39221 weeks
2089.00375 211.9754 (20*2π)/39220 weeks
2146.69135 264.1705 (21*2π)/39219 weeks
22-1.19589 259.8774 (22*2π)/39218 weeks
23-59.61636 188.8835 (23*2π)/39217 weeks
24-40.45609 91.68318 (24*2π)/39216 weeks
2534.81907 61.51472 (25*2π)/39216 weeks
2683.09509 93.37894 (26*2π)/39215 weeks
2758.26257 111.2414 (27*2π)/39215 weeks
2860.03592 65.37829 (28*2π)/39214 weeks
29130.2247 43.63293 (29*2π)/39214 weeks
30165.5528 105.3078 (30*2π)/39213 weeks
31153.8988 169.2416 (31*2π)/39213 weeks
3291.68893 173.8647 (32*2π)/39212 weeks
3360.80839 136.1791 (33*2π)/39212 weeks
34105.071 91.42317 (34*2π)/39212 weeks
35120.6737 137.7099 (35*2π)/39211 weeks
36109.227 142.0181 (36*2π)/39211 weeks
37120.903 160.0569 (37*2π)/39211 weeks
3883.78748 196.2763 (38*2π)/39210 weeks
3920.58018 178.0539 (39*2π)/39210 weeks
40-8.00096 104.0152 (40*2π)/39210 weeks
4162.64023 60.58005 (41*2π)/39210 weeks
4289.08524 91.1161 (42*2π)/3929 weeks
4389.31913 105.1742 (43*2π)/3929 weeks
4480.60895 115.5996 (44*2π)/3929 weeks
4560.89283 94.27975 (45*2π)/3929 weeks
4694.41002 72.2399 (46*2π)/3929 weeks
47124.7532 82.68243 (47*2π)/3928 weeks
48151.0412 141.2296 (48*2π)/3928 weeks
4993.05609 183.912 (49*2π)/3928 weeks
5055.58403 142.9022 (50*2π)/3928 weeks
5177.15127 128.4171 (51*2π)/3928 weeks
5285.49599 137.3983 (52*2π)/3928 weeks
5386.42833 165.9712 (53*2π)/3927 weeks
5458.51182 199.0878 (54*2π)/3927 weeks
55-13.56423 186.8351 (55*2π)/3927 weeks
56-33.41486 117.5279 (56*2π)/3927 weeks
5717.96872 80.39103 (57*2π)/3927 weeks
5847.07037 124.3724 (58*2π)/3927 weeks
59-11.25087 143.6504 (59*2π)/3927 weeks
60-30.34039 83.1059 (60*2π)/3927 weeks
6113.48586 68.40144 (61*2π)/3926 weeks
6212.62197 85.47816 (62*2π)/3926 weeks
631.30391 67.73092 (63*2π)/3926 weeks
6413.80611 64.97873 (64*2π)/3926 weeks
6510.10643 59.77111 (65*2π)/3926 weeks
6626.97826 39.65391 (66*2π)/3926 weeks
6760.33418 58.57303 (67*2π)/3926 weeks
6833.97823 96.49222 (68*2π)/3926 weeks
69-.26067 68.99589 (69*2π)/3926 weeks
7017.32964 41.34597 (70*2π)/3926 weeks
7129.47687 44.67554 (71*2π)/3926 weeks
7243.01876 47.46411 (72*2π)/3925 weeks
7341.96932 52.37518 (73*2π)/3925 weeks
7438.11645 52.58948 (74*2π)/3925 weeks
7555.3182 47.07988 (75*2π)/3925 weeks
7659.14082 78.27114 (76*2π)/3925 weeks
7744.66906 85.31502 (77*2π)/3925 weeks
7823.71317 91.03954 (78*2π)/3925 weeks
79-1.92469 90.53799 (79*2π)/3925 weeks
80-16.55993 64.79926 (80*2π)/3925 weeks
81-25.49819 37.80937 (81*2π)/3925 weeks
82-6.08651 6.27438 (82*2π)/3925 weeks
8320.22266 7.61963 (83*2π)/3925 weeks
8422.65565 20.91143 (84*2π)/3925 weeks
8514.92192 9.85219 (85*2π)/3925 weeks
8630.69964 -12.37854 (86*2π)/3925 weeks
8753.47192 .5499 (87*2π)/3925 weeks
8856.42877 .57026 (88*2π)/3924 weeks
8974.08533 18.15781 (89*2π)/3924 weeks
9060.85688 31.54489 (90*2π)/3924 weeks
9154.12542 19.41102 (91*2π)/3924 weeks
9261.79464 25.0681 (92*2π)/3924 weeks
9356.44468 26.09507 (93*2π)/3924 weeks
9457.46613 20.87978 (94*2π)/3924 weeks
9570.13212 10.40867 (95*2π)/3924 weeks
9690.60652 19.61147 (96*2π)/3924 weeks
9789.60403 53.18256 (97*2π)/3924 weeks
9866.90165 65.26806 (98*2π)/3924 weeks
9941.52497 46.83574 (99*2π)/3924 weeks
10054.61611 18.62441 (100*2π)/3924 weeks
10186.76318 23.52764 (101*2π)/3924 weeks
10293.11675 60.9777 (102*2π)/3924 weeks
10368.13255 79.26003 (103*2π)/3924 weeks
10439.94367 62.81084 (104*2π)/3924 weeks
10551.00618 35.75653 (105*2π)/3924 weeks
10685.29704 52.77203 (106*2π)/3924 weeks
10765.03542 96.65046 (107*2π)/3924 weeks
10818.06822 88.18137 (108*2π)/3924 weeks
1098.75696 49.37311 (109*2π)/3924 weeks
11031.20442 35.62533 (110*2π)/3924 weeks
11142.21584 45.41664 (111*2π)/3924 weeks
11239.81148 65.29639 (112*2π)/3924 weeks
1135.79011 63.24878 (113*2π)/3923 weeks
114-4.47742 26.94576 (114*2π)/3923 weeks
11517.7533 13.74954 (115*2π)/3923 weeks
11623.1114 17.65528 (116*2π)/3923 weeks
11720.40745 -1.67717 (117*2π)/3923 weeks
11851.66084 -10.10551 (118*2π)/3923 weeks
11966.53622 7.43634 (119*2π)/3923 weeks
12070.6945 20.89457 (120*2π)/3923 weeks
12170.46875 32.38655 (121*2π)/3923 weeks
12264.63409 43.78514 (122*2π)/3923 weeks
12358.11046 45.4317 (123*2π)/3923 weeks
12453.89806 49.07755 (124*2π)/3923 weeks
12546.24459 55.37056 (125*2π)/3923 weeks
12633.60033 53.93493 (126*2π)/3923 weeks
12725.54397 40.02399 (127*2π)/3923 weeks
12832.02071 33.73323 (128*2π)/3923 weeks
12935.36975 34.31865 (129*2π)/3923 weeks
13032.90399 34.03131 (130*2π)/3923 weeks
13142.818 33.09784 (131*2π)/3923 weeks
13233.22898 52.79942 (132*2π)/3923 weeks
1335.09652 38.98419 (133*2π)/3923 weeks
13417.72466 8.0267 (134*2π)/3923 weeks
13543.53413 13.03781 (135*2π)/3923 weeks
13647.89247 37.74566 (136*2π)/3923 weeks
13722.86529 53.59414 (137*2π)/3923 weeks
138-5.79704 33.92225 (138*2π)/3923 weeks
139-2.66629 -5.11853 (139*2π)/3923 weeks
14036.51824 -11.78003 (140*2π)/3923 weeks
14147.4058 17.63302 (141*2π)/3923 weeks
14221.3582 31.40145 (142*2π)/3923 weeks
143-10.15248 4.49007 (143*2π)/3923 weeks
14418.1242 -46.17245 (144*2π)/3923 weeks
14573.89732 -30.75289 (145*2π)/3923 weeks
14672.33262 11.60826 (146*2π)/3923 weeks
14753.82423 16.25185 (147*2π)/3923 weeks
14845.03225 12.43309 (148*2π)/3923 weeks
14950.33098 -1.95217 (149*2π)/3923 weeks
15069.18382 4.02211 (150*2π)/3923 weeks
15170.60707 27.18876 (151*2π)/3923 weeks
15251.09802 40.83212 (152*2π)/3923 weeks
15332.2977 21.28722 (153*2π)/3923 weeks
15443.78613 9.70758 (154*2π)/3923 weeks
15552.5942 12.63609 (155*2π)/3923 weeks
15661.71735 15.77876 (156*2π)/3923 weeks
15762.8164 30.14424 (157*2π)/3922 weeks
15852.59811 45.21497 (158*2π)/3922 weeks
15934.66567 44.81932 (159*2π)/3922 weeks
16020.01381 33.94913 (160*2π)/3922 weeks
16123.70497 9.51629 (161*2π)/3922 weeks
16247.63749 15.57125 (162*2π)/3922 weeks
16341.34434 34.65628 (163*2π)/3922 weeks
16425.99478 32.6053 (164*2π)/3922 weeks
16517.06487 20.33969 (165*2π)/3922 weeks
16625.00718 11.02617 (166*2π)/3922 weeks
16734.71961 17.20259 (167*2π)/3922 weeks
16825.1609 26.60559 (168*2π)/3922 weeks
1698.31993 24.46284 (169*2π)/3922 weeks
170-5.76627 -3.96741 (170*2π)/3922 weeks
17127.30423 -29.5513 (171*2π)/3922 weeks
17251.67672 -2.89825 (172*2π)/3922 weeks
17329.84357 12.16788 (173*2π)/3922 weeks
17420.98964 -.51636 (174*2π)/3922 weeks
17524.69509 -17.72674 (175*2π)/3922 weeks
17645.39629 -25.42235 (176*2π)/3922 weeks
17757.97157 -8.04502 (177*2π)/3922 weeks
17861.18216 -3.15225 (178*2π)/3922 weeks
17963.56923 15.68836 (179*2π)/3922 weeks
18046.01182 23.96217 (180*2π)/3922 weeks
18134.55091 13.08953 (181*2π)/3922 weeks
18250.38647 12.29095 (182*2π)/3922 weeks
18339.82695 32.16159 (183*2π)/3922 weeks
18418.77949 29.72352 (184*2π)/3922 weeks
1858.86774 13.80712 (185*2π)/3922 weeks
1864.77776 4.14074 (186*2π)/3922 weeks
1871.07341 -15.86206 (187*2π)/3922 weeks
18823.76035 -27.57187 (188*2π)/3922 weeks
18928.9598 -14.87043 (189*2π)/3922 weeks
19014.56078 -28.8891 (190*2π)/3922 weeks
19132.91643 -48.74656 (191*2π)/3922 weeks
19263.23603 -48.73524 (192*2π)/3922 weeks
19380.6932 -25.55404 (193*2π)/3922 weeks
19465.13068 -9.78179 (194*2π)/3922 weeks
19572.8544 -21.03761 (195*2π)/3922 weeks
19691.56168   (196*2π)/3922 weeks
19772.8544 21.03761 (197*2π)/3922 weeks
19865.13068 9.78179 (198*2π)/3922 weeks
19980.6932 25.55404 (199*2π)/3922 weeks
20063.23603 48.73524 (200*2π)/3922 weeks
20132.91643 48.74656 (201*2π)/3922 weeks
20214.56078 28.8891 (202*2π)/3922 weeks
20328.9598 14.87043 (203*2π)/3922 weeks
20423.76035 27.57187 (204*2π)/3922 weeks
2051.07341 15.86206 (205*2π)/3922 weeks
2064.77776 -4.14074 (206*2π)/3922 weeks
2078.86774 -13.80712 (207*2π)/3922 weeks
20818.77949 -29.72352 (208*2π)/3922 weeks
20939.82695 -32.16159 (209*2π)/3922 weeks
21050.38647 -12.29095 (210*2π)/3922 weeks
21134.55091 -13.08953 (211*2π)/3922 weeks
21246.01182 -23.96217 (212*2π)/3922 weeks
21363.56923 -15.68836 (213*2π)/3922 weeks
21461.18216 3.15225 (214*2π)/3922 weeks
21557.97157 8.04502 (215*2π)/3922 weeks
21645.39629 25.42235 (216*2π)/3922 weeks
21724.69509 17.72674 (217*2π)/3922 weeks
21820.98964 .51636 (218*2π)/3922 weeks
21929.84357 -12.16788 (219*2π)/3922 weeks
22051.67672 2.89825 (220*2π)/3922 weeks
22127.30423 29.5513 (221*2π)/3922 weeks
222-5.76627 3.96741 (222*2π)/3922 weeks
2238.31993 -24.46284 (223*2π)/3922 weeks
22425.1609 -26.60559 (224*2π)/3922 weeks
22534.71961 -17.20259 (225*2π)/3922 weeks
22625.00718 -11.02617 (226*2π)/3922 weeks
22717.06487 -20.33969 (227*2π)/3922 weeks
22825.99478 -32.6053 (228*2π)/3922 weeks
22941.34434 -34.65628 (229*2π)/3922 weeks
23047.63749 -15.57125 (230*2π)/3922 weeks
23123.70497 -9.51629 (231*2π)/3922 weeks
23220.01381 -33.94913 (232*2π)/3922 weeks
23334.66567 -44.81932 (233*2π)/3922 weeks
23452.59811 -45.21497 (234*2π)/3922 weeks
23562.8164 -30.14424 (235*2π)/3922 weeks
23661.71735 -15.77876 (236*2π)/3922 weeks
23752.5942 -12.63609 (237*2π)/3922 weeks
23843.78613 -9.70758 (238*2π)/3922 weeks
23932.2977 -21.28722 (239*2π)/3922 weeks
24051.09802 -40.83212 (240*2π)/3922 weeks
24170.60707 -27.18876 (241*2π)/3922 weeks
24269.18382 -4.02211 (242*2π)/3922 weeks
24350.33098 1.95217 (243*2π)/3922 weeks
24445.03225 -12.43309 (244*2π)/3922 weeks
24553.82423 -16.25185 (245*2π)/3922 weeks
24672.33262 -11.60826 (246*2π)/3922 weeks
24773.89732 30.75289 (247*2π)/3922 weeks
24818.1242 46.17245 (248*2π)/3922 weeks
249-10.15248 -4.49007 (249*2π)/3922 weeks
25021.3582 -31.40145 (250*2π)/3922 weeks
25147.4058 -17.63302 (251*2π)/3922 weeks
25236.51824 11.78003 (252*2π)/3922 weeks
253-2.66629 5.11853 (253*2π)/3922 weeks
254-5.79704 -33.92225 (254*2π)/3922 weeks
25522.86529 -53.59414 (255*2π)/3922 weeks
25647.89247 -37.74566 (256*2π)/3922 weeks
25743.53413 -13.03781 (257*2π)/3922 weeks
25817.72466 -8.0267 (258*2π)/3922 weeks
2595.09652 -38.98419 (259*2π)/3922 weeks
26033.22898 -52.79942 (260*2π)/3922 weeks
26142.818 -33.09784 (261*2π)/3922 weeks
26232.90399 -34.03131 (262*2π)/3921 weeks
26335.36975 -34.31865 (263*2π)/3921 weeks
26432.02071 -33.73323 (264*2π)/3921 weeks
26525.54397 -40.02399 (265*2π)/3921 weeks
26633.60033 -53.93493 (266*2π)/3921 weeks
26746.24459 -55.37056 (267*2π)/3921 weeks
26853.89806 -49.07755 (268*2π)/3921 weeks
26958.11046 -45.4317 (269*2π)/3921 weeks
27064.63409 -43.78514 (270*2π)/3921 weeks
27170.46875 -32.38655 (271*2π)/3921 weeks
27270.6945 -20.89457 (272*2π)/3921 weeks
27366.53622 -7.43634 (273*2π)/3921 weeks
27451.66084 10.10551 (274*2π)/3921 weeks
27520.40745 1.67717 (275*2π)/3921 weeks
27623.1114 -17.65528 (276*2π)/3921 weeks
27717.7533 -13.74954 (277*2π)/3921 weeks
278-4.47742 -26.94576 (278*2π)/3921 weeks
2795.79011 -63.24878 (279*2π)/3921 weeks
28039.81148 -65.29639 (280*2π)/3921 weeks
28142.21584 -45.41664 (281*2π)/3921 weeks
28231.20442 -35.62533 (282*2π)/3921 weeks
2838.75696 -49.37311 (283*2π)/3921 weeks
28418.06822 -88.18137 (284*2π)/3921 weeks
28565.03542 -96.65046 (285*2π)/3921 weeks
28685.29704 -52.77203 (286*2π)/3921 weeks
28751.00618 -35.75653 (287*2π)/3921 weeks
28839.94367 -62.81084 (288*2π)/3921 weeks
28968.13255 -79.26003 (289*2π)/3921 weeks
29093.11675 -60.9777 (290*2π)/3921 weeks
29186.76318 -23.52764 (291*2π)/3921 weeks
29254.61611 -18.62441 (292*2π)/3921 weeks
29341.52497 -46.83574 (293*2π)/3921 weeks
29466.90165 -65.26806 (294*2π)/3921 weeks
29589.60403 -53.18256 (295*2π)/3921 weeks
29690.60652 -19.61147 (296*2π)/3921 weeks
29770.13212 -10.40867 (297*2π)/3921 weeks
29857.46613 -20.87978 (298*2π)/3921 weeks
29956.44468 -26.09507 (299*2π)/3921 weeks
30061.79464 -25.0681 (300*2π)/3921 weeks
30154.12542 -19.41102 (301*2π)/3921 weeks
30260.85688 -31.54489 (302*2π)/3921 weeks
30374.08533 -18.15781 (303*2π)/3921 weeks
30456.42877 -.57026 (304*2π)/3921 weeks
30553.47192 -.5499 (305*2π)/3921 weeks
30630.69964 12.37854 (306*2π)/3921 weeks
30714.92192 -9.85219 (307*2π)/3921 weeks
30822.65565 -20.91143 (308*2π)/3921 weeks
30920.22266 -7.61963 (309*2π)/3921 weeks
310-6.08651 -6.27438 (310*2π)/3921 weeks
311-25.49819 -37.80937 (311*2π)/3921 weeks
312-16.55993 -64.79926 (312*2π)/3921 weeks
313-1.92469 -90.53799 (313*2π)/3921 weeks
31423.71317 -91.03954 (314*2π)/3921 weeks
31544.66906 -85.31502 (315*2π)/3921 weeks
31659.14082 -78.27114 (316*2π)/3921 weeks
31755.3182 -47.07988 (317*2π)/3921 weeks
31838.11645 -52.58948 (318*2π)/3921 weeks
31941.96932 -52.37518 (319*2π)/3921 weeks
32043.01876 -47.46411 (320*2π)/3921 weeks
32129.47687 -44.67554 (321*2π)/3921 weeks
32217.32964 -41.34597 (322*2π)/3921 weeks
323-.26067 -68.99589 (323*2π)/3921 weeks
32433.97823 -96.49222 (324*2π)/3921 weeks
32560.33418 -58.57303 (325*2π)/3921 weeks
32626.97826 -39.65391 (326*2π)/3921 weeks
32710.10643 -59.77111 (327*2π)/3921 weeks
32813.80611 -64.97873 (328*2π)/3921 weeks
3291.30391 -67.73092 (329*2π)/3921 weeks
33012.62197 -85.47816 (330*2π)/3921 weeks
33113.48586 -68.40144 (331*2π)/3921 weeks
332-30.34039 -83.1059 (332*2π)/3921 weeks
333-11.25087 -143.6504 (333*2π)/3921 weeks
33447.07037 -124.3724 (334*2π)/3921 weeks
33517.96872 -80.39103 (335*2π)/3921 weeks
336-33.41486 -117.5279 (336*2π)/3921 weeks
337-13.56423 -186.8351 (337*2π)/3921 weeks
33858.51182 -199.0878 (338*2π)/3921 weeks
33986.42833 -165.9712 (339*2π)/3921 weeks
34085.49599 -137.3983 (340*2π)/3921 weeks
34177.15127 -128.4171 (341*2π)/3921 weeks
34255.58403 -142.9022 (342*2π)/3921 weeks
34393.05609 -183.912 (343*2π)/3921 weeks
344151.0412 -141.2296 (344*2π)/3921 weeks
345124.7532 -82.68243 (345*2π)/3921 weeks
34694.41002 -72.2399 (346*2π)/3921 weeks
34760.89283 -94.27975 (347*2π)/3921 weeks
34880.60895 -115.5996 (348*2π)/3921 weeks
34989.31913 -105.1742 (349*2π)/3921 weeks
35089.08524 -91.1161 (350*2π)/3921 weeks
35162.64023 -60.58005 (351*2π)/3921 weeks
352-8.00096 -104.0152 (352*2π)/3921 weeks
35320.58018 -178.0539 (353*2π)/3921 weeks
35483.78748 -196.2763 (354*2π)/3921 weeks
355120.903 -160.0569 (355*2π)/3921 weeks
356109.227 -142.0181 (356*2π)/3921 weeks
357120.6737 -137.7099 (357*2π)/3921 weeks
358105.071 -91.42317 (358*2π)/3921 weeks
35960.80839 -136.1791 (359*2π)/3921 weeks
36091.68893 -173.8647 (360*2π)/3921 weeks
361153.8988 -169.2416 (361*2π)/3921 weeks
362165.5528 -105.3078 (362*2π)/3921 weeks
363130.2247 -43.63293 (363*2π)/3921 weeks
36460.03592 -65.37829 (364*2π)/3921 weeks
36558.26257 -111.2414 (365*2π)/3921 weeks
36683.09509 -93.37894 (366*2π)/3921 weeks
36734.81907 -61.51472 (367*2π)/3921 weeks
368-40.45609 -91.68318 (368*2π)/3921 weeks
369-59.61636 -188.8835 (369*2π)/3921 weeks
370-1.19589 -259.8774 (370*2π)/3921 weeks
37146.69135 -264.1705 (371*2π)/3921 weeks
37289.00375 -211.9754 (372*2π)/3921 weeks
373-21.13232 -185.8367 (373*2π)/3921 weeks
374-11.99699 -383.7058 (374*2π)/3921 weeks
375181.7784 -393.1201 (375*2π)/3921 weeks
376178.4899 -235.0537 (376*2π)/3921 weeks
377129.8645 -268.669 (377*2π)/3921 weeks
378179.0521 -257.1556 (378*2π)/3921 weeks
379110.6825 -179.7514 (379*2π)/3921 weeks
38012.92806 -260.0456 (380*2π)/3921 weeks
38178.75821 -321.7326 (381*2π)/3921 weeks
38262.59274 -256.5219 (382*2π)/3921 weeks
383-126.2797 -258.9626 (383*2π)/3921 weeks
384-338.9808 -479.175 (384*2π)/3921 weeks
385-314.6811 -996.867 (385*2π)/3921 weeks
386162.8703 -1,255.125 (386*2π)/3921 weeks
387449.7759 -1,125.027 (387*2π)/3921 weeks
388522.7412 -1,209.003 (388*2π)/3921 weeks
389739.5306 -1,368.118 (389*2π)/3921 weeks
390863.2087 -1,649.744 (390*2π)/3921 weeks



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