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Fourier Analysis of EDZ (DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES)


EDZ (DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES) appears to have interesting cyclic behaviour every 46 weeks (126.8221*sine), 42 weeks (123.1649*sine), and 46 weeks (80.1397*cosine).

EDZ (DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES) has an average price of 202.79 (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 12/30/2008 to 10/16/2017 for EDZ (DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0202.786   0 
1272.1365 95.99479 (1*2π)/460460 weeks
2221.0913 107.3648 (2*2π)/460230 weeks
3192.0467 119.5643 (3*2π)/460153 weeks
4169.8394 124.4092 (4*2π)/460115 weeks
5153.9557 118.1066 (5*2π)/46092 weeks
6142.504 124.9125 (6*2π)/46077 weeks
7123.3607 133.6499 (7*2π)/46066 weeks
8101.4506 136.8066 (8*2π)/46058 weeks
988.44051 128.8176 (9*2π)/46051 weeks
1080.13971 126.8221 (10*2π)/46046 weeks
1163.64592 123.1649 (11*2π)/46042 weeks
1260.87088 117.8462 (12*2π)/46038 weeks
1351.48564 118.6839 (13*2π)/46035 weeks
1438.32544 117.175 (14*2π)/46033 weeks
1532.34978 108.3661 (15*2π)/46031 weeks
1628.20583 107.0151 (16*2π)/46029 weeks
1719.9708 102.6372 (17*2π)/46027 weeks
1813.35788 100.8626 (18*2π)/46026 weeks
196.82535 96.5612 (19*2π)/46024 weeks
201.61816 89.03814 (20*2π)/46023 weeks
21-3.17655 82.57141 (21*2π)/46022 weeks
22-8.89925 75.35889 (22*2π)/46021 weeks
23-8.28127 70.84872 (23*2π)/46020 weeks
24-10.56206 67.31284 (24*2π)/46019 weeks
25-11.81433 60.51437 (25*2π)/46018 weeks
26-13.32788 56.76207 (26*2π)/46018 weeks
27-17.09096 51.86067 (27*2π)/46017 weeks
28-18.12385 44.68051 (28*2π)/46016 weeks
29-14.22752 38.13716 (29*2π)/46016 weeks
30-12.2355 35.04504 (30*2π)/46015 weeks
31-10.16946 30.67565 (31*2π)/46015 weeks
32-6.71631 29.30997 (32*2π)/46014 weeks
33-5.94217 29.67098 (33*2π)/46014 weeks
34-7.78963 28.0253 (34*2π)/46014 weeks
35-7.36664 22.74333 (35*2π)/46013 weeks
36-3.20252 21.10791 (36*2π)/46013 weeks
37-1.40846 20.01513 (37*2π)/46012 weeks
38.48254 18.36562 (38*2π)/46012 weeks
391.76511 19.19835 (39*2π)/46012 weeks
401.98433 19.42571 (40*2π)/46012 weeks
413.66718 16.67692 (41*2π)/46011 weeks
423.65671 17.46254 (42*2π)/46011 weeks
433.84382 15.39236 (43*2π)/46011 weeks
446.20387 14.26886 (44*2π)/46010 weeks
458.29198 13.36221 (45*2π)/46010 weeks
469.90486 13.55797 (46*2π)/46010 weeks
4712.391 12.62036 (47*2π)/46010 weeks
4814.16668 14.5483 (48*2π)/46010 weeks
4915.83926 15.46881 (49*2π)/4609 weeks
5016.62875 16.44041 (50*2π)/4609 weeks
5118.90738 17.54468 (51*2π)/4609 weeks
5219.41685 21.1915 (52*2π)/4609 weeks
5318.47511 22.83284 (53*2π)/4609 weeks
5418.83362 24.18236 (54*2π)/4609 weeks
5518.50152 26.84278 (55*2π)/4608 weeks
5615.89567 28.17216 (56*2π)/4608 weeks
5715.7063 28.96066 (57*2π)/4608 weeks
5814.05099 32.05099 (58*2π)/4608 weeks
5910.28065 32.49979 (59*2π)/4608 weeks
607.86427 31.75533 (60*2π)/4608 weeks
616.55348 31.21292 (61*2π)/4608 weeks
624.31854 30.10079 (62*2π)/4607 weeks
634.17103 28.57207 (63*2π)/4607 weeks
645.25284 28.44911 (64*2π)/4607 weeks
653.4096 30.84784 (65*2π)/4607 weeks
66-.03219 29.5126 (66*2π)/4607 weeks
67-.15003 27.72035 (67*2π)/4607 weeks
68-1.02822 28.36917 (68*2π)/4607 weeks
69-3.62391 26.25817 (69*2π)/4607 weeks
70-2.84882 24.77437 (70*2π)/4607 weeks
71-3.22144 25.50568 (71*2π)/4606 weeks
72-5.24261 24.65092 (72*2π)/4606 weeks
73-5.53542 23.70933 (73*2π)/4606 weeks
74-6.52877 22.76169 (74*2π)/4606 weeks
75-8.30109 21.91631 (75*2π)/4606 weeks
76-9.66818 19.97391 (76*2π)/4606 weeks
77-10.16787 18.52531 (77*2π)/4606 weeks
78-10.67116 16.42617 (78*2π)/4606 weeks
79-10.64987 13.53609 (79*2π)/4606 weeks
80-8.88899 12.11563 (80*2π)/4606 weeks
81-8.76342 11.04725 (81*2π)/4606 weeks
82-8.30069 10.57749 (82*2π)/4606 weeks
83-7.63383 10.01212 (83*2π)/4606 weeks
84-7.10264 9.31516 (84*2π)/4605 weeks
85-6.92749 7.94867 (85*2π)/4605 weeks
86-6.92019 6.89235 (86*2π)/4605 weeks
87-6.48695 6.76003 (87*2π)/4605 weeks
88-6.14912 6.38989 (88*2π)/4605 weeks
89-5.55296 5.56633 (89*2π)/4605 weeks
90-5.65237 4.35154 (90*2π)/4605 weeks
91-5.12609 3.57346 (91*2π)/4605 weeks
92-4.58755 3.17047 (92*2π)/4605 weeks
93-3.31881 2.56156 (93*2π)/4605 weeks
94-2.74383 2.36336 (94*2π)/4605 weeks
95-3.30931 1.97647 (95*2π)/4605 weeks
96-2.74621 .61586 (96*2π)/4605 weeks
97-1.46256 .8731 (97*2π)/4605 weeks
98-.83253 .73266 (98*2π)/4605 weeks
99-.87374 .40459 (99*2π)/4605 weeks
100-.71331 -.11361 (100*2π)/4605 weeks
101-.58894 -.28294 (101*2π)/4605 weeks
102-.40445 -1.2558 (102*2π)/4605 weeks
103.62994 -2.39649 (103*2π)/4604 weeks
1042.3273 -2.87215 (104*2π)/4604 weeks
1052.56101 -2.95099 (105*2π)/4604 weeks
1063.7914 -3.55213 (106*2π)/4604 weeks
1075.40753 -2.76051 (107*2π)/4604 weeks
1085.75648 -2.07279 (108*2π)/4604 weeks
1095.90681 -1.98807 (109*2π)/4604 weeks
1106.3099 -2.33107 (110*2π)/4604 weeks
1116.82178 -2.81194 (111*2π)/4604 weeks
1127.84255 -2.65813 (112*2π)/4604 weeks
1139.25636 -2.20926 (113*2π)/4604 weeks
1149.64807 -2.30752 (114*2π)/4604 weeks
11511.0009 -2.42294 (115*2π)/4604 weeks
11612.77129 -.75292 (116*2π)/4604 weeks
11713.20015 1.0584 (117*2π)/4604 weeks
11813.23339 2.06981 (118*2π)/4604 weeks
11913.58628 3.57594 (119*2π)/4604 weeks
12012.3049 5.29185 (120*2π)/4604 weeks
12110.98029 5.57654 (121*2π)/4604 weeks
12211.0152 5.78824 (122*2π)/4604 weeks
12310.39266 6.54819 (123*2π)/4604 weeks
1248.9767 6.27086 (124*2π)/4604 weeks
1259.00998 6.17707 (125*2π)/4604 weeks
1268.19926 6.55806 (126*2π)/4604 weeks
1277.59211 5.71794 (127*2π)/4604 weeks
1287.96396 5.00732 (128*2π)/4604 weeks
1298.15703 5.29959 (129*2π)/4604 weeks
1307.87734 5.27283 (130*2π)/4604 weeks
1317.97835 5.58649 (131*2π)/4604 weeks
1327.97281 5.94796 (132*2π)/4603 weeks
1336.5463 5.96076 (133*2π)/4603 weeks
1346.4733 4.62617 (134*2π)/4603 weeks
1357.27779 4.31663 (135*2π)/4603 weeks
1367.88186 4.43847 (136*2π)/4603 weeks
1378.28105 4.80785 (137*2π)/4603 weeks
1387.96777 5.38938 (138*2π)/4603 weeks
1397.68559 5.67048 (139*2π)/4603 weeks
1407.27951 5.91031 (140*2π)/4603 weeks
1416.53473 5.90955 (141*2π)/4603 weeks
1426.35926 5.25544 (142*2π)/4603 weeks
1436.31232 5.13609 (143*2π)/4603 weeks
1446.6594 4.90139 (144*2π)/4603 weeks
1456.23889 4.86904 (145*2π)/4603 weeks
1466.20146 4.61149 (146*2π)/4603 weeks
1476.21727 4.7571 (147*2π)/4603 weeks
1486.23183 4.33253 (148*2π)/4603 weeks
1496.61195 4.07306 (149*2π)/4603 weeks
1506.65677 4.32156 (150*2π)/4603 weeks
1516.53535 4.29438 (151*2π)/4603 weeks
1526.68192 4.38418 (152*2π)/4603 weeks
1536.7895 4.69215 (153*2π)/4603 weeks
1546.43358 4.44979 (154*2π)/4603 weeks
1556.44921 4.7103 (155*2π)/4603 weeks
1566.08884 4.71013 (156*2π)/4603 weeks
1576.18042 4.2297 (157*2π)/4603 weeks
1586.6264 4.2591 (158*2π)/4603 weeks
1596.1972 4.74814 (159*2π)/4603 weeks
1606.1017 4.73897 (160*2π)/4603 weeks
1616.07023 4.70415 (161*2π)/4603 weeks
1625.25173 4.83606 (162*2π)/4603 weeks
1634.82096 3.99769 (163*2π)/4603 weeks
1646.01897 3.41053 (164*2π)/4603 weeks
1656.22612 3.69992 (165*2π)/4603 weeks
1666.26367 3.63226 (166*2π)/4603 weeks
1676.79388 4.00239 (167*2π)/4603 weeks
1686.71047 5.19417 (168*2π)/4603 weeks
1695.84593 4.84795 (169*2π)/4603 weeks
1706.50801 4.63187 (170*2π)/4603 weeks
1716.3319 6.04575 (171*2π)/4603 weeks
1725.06663 6.57364 (172*2π)/4603 weeks
1734.22218 6.53364 (173*2π)/4603 weeks
1743.30709 6.28254 (174*2π)/4603 weeks
1752.18103 5.61221 (175*2π)/4603 weeks
1762.04703 4.67173 (176*2π)/4603 weeks
1771.8552 4.45672 (177*2π)/4603 weeks
1781.53949 4.18299 (178*2π)/4603 weeks
179.33509 3.20626 (179*2π)/4603 weeks
180.61838 2.53709 (180*2π)/4603 weeks
181.03282 1.46705 (181*2π)/4603 weeks
182.2382 -.31675 (182*2π)/4603 weeks
1831.157 -1.12651 (183*2π)/4603 weeks
1842.34297 -1.51502 (184*2π)/4603 weeks
1853.06603 -1.65904 (185*2π)/4602 weeks
1863.29563 -1.48825 (186*2π)/4602 weeks
1873.18153 -1.96845 (187*2π)/4602 weeks
1884.06743 -2.55966 (188*2π)/4602 weeks
1894.80638 -2.49523 (189*2π)/4602 weeks
1905.49379 -2.56259 (190*2π)/4602 weeks
1916.24829 -2.54514 (191*2π)/4602 weeks
1926.44791 -1.6189 (192*2π)/4602 weeks
1936.44219 -1.3256 (193*2π)/4602 weeks
1946.69571 -1.37069 (194*2π)/4602 weeks
1956.73218 -1.36042 (195*2π)/4602 weeks
1966.6992 -1.13319 (196*2π)/4602 weeks
1976.94725 -1.48597 (197*2π)/4602 weeks
1987.40848 -1.33266 (198*2π)/4602 weeks
1997.30229 -1.26997 (199*2π)/4602 weeks
2007.4496 -1.52219 (200*2π)/4602 weeks
2018.36901 -1.08873 (201*2π)/4602 weeks
2028.26017 -.43674 (202*2π)/4602 weeks
2038.40422 -.97289 (203*2π)/4602 weeks
2049.02829 -.30866 (204*2π)/4602 weeks
2058.81307 .69416 (205*2π)/4602 weeks
2068.34271 .65175 (206*2π)/4602 weeks
2078.36061 .24622 (207*2π)/4602 weeks
2088.27223 .76863 (208*2π)/4602 weeks
2098.22575 .66678 (209*2π)/4602 weeks
2108.51435 .7401 (210*2π)/4602 weeks
2118.94606 1.10189 (211*2π)/4602 weeks
2128.71668 1.32491 (212*2π)/4602 weeks
2138.83128 1.62532 (213*2π)/4602 weeks
2148.74094 2.71842 (214*2π)/4602 weeks
2157.8581 3.11076 (215*2π)/4602 weeks
2167.52694 2.61112 (216*2π)/4602 weeks
2177.94202 2.7559 (217*2π)/4602 weeks
2187.40329 3.51729 (218*2π)/4602 weeks
2196.3495 3.82024 (219*2π)/4602 weeks
2205.29351 3.75591 (220*2π)/4602 weeks
2215.17252 2.91838 (221*2π)/4602 weeks
2225.06338 2.30917 (222*2π)/4602 weeks
2235.3562 1.7145 (223*2π)/4602 weeks
2245.3344 2.82352 (224*2π)/4602 weeks
2254.38397 3.17969 (225*2π)/4602 weeks
2263.38662 2.38512 (226*2π)/4602 weeks
2273.11469 1.27993 (227*2π)/4602 weeks
2282.79708 .65347 (228*2π)/4602 weeks
2293.57586 -.13909 (229*2π)/4602 weeks
2303.98814   (230*2π)/4602 weeks
2313.57586 .13909 (231*2π)/4602 weeks
2322.79708 -.65347 (232*2π)/4602 weeks
2333.11469 -1.27993 (233*2π)/4602 weeks
2343.38662 -2.38512 (234*2π)/4602 weeks
2354.38397 -3.17969 (235*2π)/4602 weeks
2365.3344 -2.82352 (236*2π)/4602 weeks
2375.3562 -1.7145 (237*2π)/4602 weeks
2385.06338 -2.30917 (238*2π)/4602 weeks
2395.17252 -2.91838 (239*2π)/4602 weeks
2405.29351 -3.75591 (240*2π)/4602 weeks
2416.3495 -3.82024 (241*2π)/4602 weeks
2427.40329 -3.51729 (242*2π)/4602 weeks
2437.94202 -2.7559 (243*2π)/4602 weeks
2447.52694 -2.61112 (244*2π)/4602 weeks
2457.8581 -3.11076 (245*2π)/4602 weeks
2468.74094 -2.71842 (246*2π)/4602 weeks
2478.83128 -1.62532 (247*2π)/4602 weeks
2488.71668 -1.32491 (248*2π)/4602 weeks
2498.94606 -1.10189 (249*2π)/4602 weeks
2508.51435 -.7401 (250*2π)/4602 weeks
2518.22575 -.66678 (251*2π)/4602 weeks
2528.27223 -.76863 (252*2π)/4602 weeks
2538.36061 -.24622 (253*2π)/4602 weeks
2548.34271 -.65175 (254*2π)/4602 weeks
2558.81307 -.69416 (255*2π)/4602 weeks
2569.02829 .30866 (256*2π)/4602 weeks
2578.40422 .97289 (257*2π)/4602 weeks
2588.26017 .43674 (258*2π)/4602 weeks
2598.36901 1.08873 (259*2π)/4602 weeks
2607.4496 1.52219 (260*2π)/4602 weeks
2617.30229 1.26997 (261*2π)/4602 weeks
2627.40848 1.33266 (262*2π)/4602 weeks
2636.94725 1.48597 (263*2π)/4602 weeks
2646.6992 1.13319 (264*2π)/4602 weeks
2656.73218 1.36042 (265*2π)/4602 weeks
2666.69571 1.37069 (266*2π)/4602 weeks
2676.44219 1.3256 (267*2π)/4602 weeks
2686.44791 1.6189 (268*2π)/4602 weeks
2696.24829 2.54514 (269*2π)/4602 weeks
2705.49379 2.56259 (270*2π)/4602 weeks
2714.80638 2.49523 (271*2π)/4602 weeks
2724.06743 2.55966 (272*2π)/4602 weeks
2733.18153 1.96845 (273*2π)/4602 weeks
2743.29563 1.48825 (274*2π)/4602 weeks
2753.06603 1.65904 (275*2π)/4602 weeks
2762.34297 1.51502 (276*2π)/4602 weeks
2771.157 1.12651 (277*2π)/4602 weeks
278.2382 .31675 (278*2π)/4602 weeks
279.03282 -1.46705 (279*2π)/4602 weeks
280.61838 -2.53709 (280*2π)/4602 weeks
281.33509 -3.20626 (281*2π)/4602 weeks
2821.53949 -4.18299 (282*2π)/4602 weeks
2831.8552 -4.45672 (283*2π)/4602 weeks
2842.04703 -4.67173 (284*2π)/4602 weeks
2852.18103 -5.61221 (285*2π)/4602 weeks
2863.30709 -6.28254 (286*2π)/4602 weeks
2874.22218 -6.53364 (287*2π)/4602 weeks
2885.06663 -6.57364 (288*2π)/4602 weeks
2896.3319 -6.04575 (289*2π)/4602 weeks
2906.50801 -4.63187 (290*2π)/4602 weeks
2915.84593 -4.84795 (291*2π)/4602 weeks
2926.71047 -5.19417 (292*2π)/4602 weeks
2936.79388 -4.00239 (293*2π)/4602 weeks
2946.26367 -3.63226 (294*2π)/4602 weeks
2956.22612 -3.69992 (295*2π)/4602 weeks
2966.01897 -3.41053 (296*2π)/4602 weeks
2974.82096 -3.99769 (297*2π)/4602 weeks
2985.25173 -4.83606 (298*2π)/4602 weeks
2996.07023 -4.70415 (299*2π)/4602 weeks
3006.1017 -4.73897 (300*2π)/4602 weeks
3016.1972 -4.74814 (301*2π)/4602 weeks
3026.6264 -4.2591 (302*2π)/4602 weeks
3036.18042 -4.2297 (303*2π)/4602 weeks
3046.08884 -4.71013 (304*2π)/4602 weeks
3056.44921 -4.7103 (305*2π)/4602 weeks
3066.43358 -4.44979 (306*2π)/4602 weeks
3076.7895 -4.69215 (307*2π)/4601 weeks
3086.68192 -4.38418 (308*2π)/4601 weeks
3096.53535 -4.29438 (309*2π)/4601 weeks
3106.65677 -4.32156 (310*2π)/4601 weeks
3116.61195 -4.07306 (311*2π)/4601 weeks
3126.23183 -4.33253 (312*2π)/4601 weeks
3136.21727 -4.7571 (313*2π)/4601 weeks
3146.20146 -4.61149 (314*2π)/4601 weeks
3156.23889 -4.86904 (315*2π)/4601 weeks
3166.6594 -4.90139 (316*2π)/4601 weeks
3176.31232 -5.13609 (317*2π)/4601 weeks
3186.35926 -5.25544 (318*2π)/4601 weeks
3196.53473 -5.90955 (319*2π)/4601 weeks
3207.27951 -5.91031 (320*2π)/4601 weeks
3217.68559 -5.67048 (321*2π)/4601 weeks
3227.96777 -5.38938 (322*2π)/4601 weeks
3238.28105 -4.80785 (323*2π)/4601 weeks
3247.88186 -4.43847 (324*2π)/4601 weeks
3257.27779 -4.31663 (325*2π)/4601 weeks
3266.4733 -4.62617 (326*2π)/4601 weeks
3276.5463 -5.96076 (327*2π)/4601 weeks
3287.97281 -5.94796 (328*2π)/4601 weeks
3297.97835 -5.58649 (329*2π)/4601 weeks
3307.87734 -5.27283 (330*2π)/4601 weeks
3318.15703 -5.29959 (331*2π)/4601 weeks
3327.96396 -5.00732 (332*2π)/4601 weeks
3337.59211 -5.71794 (333*2π)/4601 weeks
3348.19926 -6.55806 (334*2π)/4601 weeks
3359.00998 -6.17707 (335*2π)/4601 weeks
3368.9767 -6.27086 (336*2π)/4601 weeks
33710.39266 -6.54819 (337*2π)/4601 weeks
33811.0152 -5.78824 (338*2π)/4601 weeks
33910.98029 -5.57654 (339*2π)/4601 weeks
34012.3049 -5.29185 (340*2π)/4601 weeks
34113.58628 -3.57594 (341*2π)/4601 weeks
34213.23339 -2.06981 (342*2π)/4601 weeks
34313.20015 -1.0584 (343*2π)/4601 weeks
34412.77129 .75292 (344*2π)/4601 weeks
34511.0009 2.42294 (345*2π)/4601 weeks
3469.64807 2.30752 (346*2π)/4601 weeks
3479.25636 2.20926 (347*2π)/4601 weeks
3487.84255 2.65813 (348*2π)/4601 weeks
3496.82178 2.81194 (349*2π)/4601 weeks
3506.3099 2.33107 (350*2π)/4601 weeks
3515.90681 1.98807 (351*2π)/4601 weeks
3525.75648 2.07279 (352*2π)/4601 weeks
3535.40753 2.76051 (353*2π)/4601 weeks
3543.7914 3.55213 (354*2π)/4601 weeks
3552.56101 2.95099 (355*2π)/4601 weeks
3562.3273 2.87215 (356*2π)/4601 weeks
357.62994 2.39649 (357*2π)/4601 weeks
358-.40445 1.2558 (358*2π)/4601 weeks
359-.58894 .28294 (359*2π)/4601 weeks
360-.71331 .11361 (360*2π)/4601 weeks
361-.87374 -.40459 (361*2π)/4601 weeks
362-.83253 -.73266 (362*2π)/4601 weeks
363-1.46256 -.8731 (363*2π)/4601 weeks
364-2.74621 -.61586 (364*2π)/4601 weeks
365-3.30931 -1.97647 (365*2π)/4601 weeks
366-2.74383 -2.36336 (366*2π)/4601 weeks
367-3.31881 -2.56156 (367*2π)/4601 weeks
368-4.58755 -3.17047 (368*2π)/4601 weeks
369-5.12609 -3.57346 (369*2π)/4601 weeks
370-5.65237 -4.35154 (370*2π)/4601 weeks
371-5.55296 -5.56633 (371*2π)/4601 weeks
372-6.14912 -6.38989 (372*2π)/4601 weeks
373-6.48695 -6.76003 (373*2π)/4601 weeks
374-6.92019 -6.89235 (374*2π)/4601 weeks
375-6.92749 -7.94867 (375*2π)/4601 weeks
376-7.10264 -9.31516 (376*2π)/4601 weeks
377-7.63383 -10.01212 (377*2π)/4601 weeks
378-8.30069 -10.57749 (378*2π)/4601 weeks
379-8.76342 -11.04725 (379*2π)/4601 weeks
380-8.88899 -12.11563 (380*2π)/4601 weeks
381-10.64987 -13.53609 (381*2π)/4601 weeks
382-10.67116 -16.42617 (382*2π)/4601 weeks
383-10.16787 -18.52531 (383*2π)/4601 weeks
384-9.66818 -19.97391 (384*2π)/4601 weeks
385-8.30109 -21.91631 (385*2π)/4601 weeks
386-6.52877 -22.76169 (386*2π)/4601 weeks
387-5.53542 -23.70933 (387*2π)/4601 weeks
388-5.24261 -24.65092 (388*2π)/4601 weeks
389-3.22144 -25.50568 (389*2π)/4601 weeks
390-2.84882 -24.77437 (390*2π)/4601 weeks
391-3.62391 -26.25817 (391*2π)/4601 weeks
392-1.02822 -28.36917 (392*2π)/4601 weeks
393-.15003 -27.72035 (393*2π)/4601 weeks
394-.03219 -29.5126 (394*2π)/4601 weeks
3953.4096 -30.84784 (395*2π)/4601 weeks
3965.25284 -28.44911 (396*2π)/4601 weeks
3974.17103 -28.57207 (397*2π)/4601 weeks
3984.31854 -30.10079 (398*2π)/4601 weeks
3996.55348 -31.21292 (399*2π)/4601 weeks
4007.86427 -31.75533 (400*2π)/4601 weeks
40110.28065 -32.49979 (401*2π)/4601 weeks
40214.05099 -32.05099 (402*2π)/4601 weeks
40315.7063 -28.96066 (403*2π)/4601 weeks
40415.89567 -28.17216 (404*2π)/4601 weeks
40518.50152 -26.84278 (405*2π)/4601 weeks
40618.83362 -24.18236 (406*2π)/4601 weeks
40718.47511 -22.83284 (407*2π)/4601 weeks
40819.41685 -21.1915 (408*2π)/4601 weeks
40918.90738 -17.54468 (409*2π)/4601 weeks
41016.62875 -16.44041 (410*2π)/4601 weeks
41115.83926 -15.46881 (411*2π)/4601 weeks
41214.16668 -14.5483 (412*2π)/4601 weeks
41312.391 -12.62036 (413*2π)/4601 weeks
4149.90486 -13.55797 (414*2π)/4601 weeks
4158.29198 -13.36221 (415*2π)/4601 weeks
4166.20387 -14.26886 (416*2π)/4601 weeks
4173.84382 -15.39236 (417*2π)/4601 weeks
4183.65671 -17.46254 (418*2π)/4601 weeks
4193.66718 -16.67692 (419*2π)/4601 weeks
4201.98433 -19.42571 (420*2π)/4601 weeks
4211.76511 -19.19835 (421*2π)/4601 weeks
422.48254 -18.36562 (422*2π)/4601 weeks
423-1.40846 -20.01513 (423*2π)/4601 weeks
424-3.20252 -21.10791 (424*2π)/4601 weeks
425-7.36664 -22.74333 (425*2π)/4601 weeks
426-7.78963 -28.0253 (426*2π)/4601 weeks
427-5.94217 -29.67098 (427*2π)/4601 weeks
428-6.71631 -29.30997 (428*2π)/4601 weeks
429-10.16946 -30.67565 (429*2π)/4601 weeks
430-12.2355 -35.04504 (430*2π)/4601 weeks
431-14.22752 -38.13716 (431*2π)/4601 weeks
432-18.12385 -44.68051 (432*2π)/4601 weeks
433-17.09096 -51.86067 (433*2π)/4601 weeks
434-13.32788 -56.76207 (434*2π)/4601 weeks
435-11.81433 -60.51437 (435*2π)/4601 weeks
436-10.56206 -67.31284 (436*2π)/4601 weeks
437-8.28127 -70.84872 (437*2π)/4601 weeks
438-8.89925 -75.35889 (438*2π)/4601 weeks
439-3.17655 -82.57141 (439*2π)/4601 weeks
4401.61816 -89.03814 (440*2π)/4601 weeks
4416.82535 -96.5612 (441*2π)/4601 weeks
44213.35788 -100.8626 (442*2π)/4601 weeks
44319.9708 -102.6372 (443*2π)/4601 weeks
44428.20583 -107.0151 (444*2π)/4601 weeks
44532.34978 -108.3661 (445*2π)/4601 weeks
44638.32544 -117.175 (446*2π)/4601 weeks
44751.48564 -118.6839 (447*2π)/4601 weeks
44860.87088 -117.8462 (448*2π)/4601 weeks
44963.64592 -123.1649 (449*2π)/4601 weeks
45080.13971 -126.8221 (450*2π)/4601 weeks
45188.44051 -128.8176 (451*2π)/4601 weeks
452101.4506 -136.8066 (452*2π)/4601 weeks
453123.3607 -133.6499 (453*2π)/4601 weeks
454142.504 -124.9125 (454*2π)/4601 weeks
455153.9557 -118.1066 (455*2π)/4601 weeks
456169.8394 -124.4092 (456*2π)/4601 weeks
457192.0467 -119.5643 (457*2π)/4601 weeks
458221.0913 -107.3648 (458*2π)/4601 weeks



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