Back to list of Stocks    See Also: Seasonal Analysis of EDZGenetic Algorithms Stock Portfolio Generator, and Best Months to Buy/Sell Stocks

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 43 weeks (123.1671*sine), 47 weeks (122.2137*sine), and 47 weeks (79.867*cosine).

EDZ (DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES DIREXION DAILY MSCI EMERGING MARKETS BEAR 3X SHARES) has an average price of 197.47 (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 1/16/2018 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
0197.4704   0 
1265.5897 93.20166 (1*2π)/473473 weeks
2216.0749 105.3015 (2*2π)/473237 weeks
3189.7896 117.0353 (3*2π)/473158 weeks
4168.9854 120.4434 (4*2π)/473118 weeks
5150.2943 114.2272 (5*2π)/47395 weeks
6139.9773 120.303 (6*2π)/47379 weeks
7123.757 130.0441 (7*2π)/47368 weeks
8104.9083 134.108 (8*2π)/47359 weeks
988.73222 125.767 (9*2π)/47353 weeks
1079.86695 122.2137 (10*2π)/47347 weeks
1165.89759 123.1671 (11*2π)/47343 weeks
1259.64373 114.1869 (12*2π)/47339 weeks
1353.19669 116.1387 (13*2π)/47336 weeks
1443.29589 116.2113 (14*2π)/47334 weeks
1532.7243 108.0105 (15*2π)/47332 weeks
1629.93858 103.9679 (16*2π)/47330 weeks
1722.44364 102.9085 (17*2π)/47328 weeks
1817.83213 98.93976 (18*2π)/47326 weeks
1910.14795 94.82108 (19*2π)/47325 weeks
202.42489 89.98685 (20*2π)/47324 weeks
21-1.54357 84.95903 (21*2π)/47323 weeks
22-4.84479 79.62696 (22*2π)/47322 weeks
23-7.17073 70.34415 (23*2π)/47321 weeks
24-8.55476 66.98 (24*2π)/47320 weeks
25-12.01399 63.24899 (25*2π)/47319 weeks
26-11.86921 58.25883 (26*2π)/47318 weeks
27-13.41622 54.692 (27*2π)/47318 weeks
28-16.7277 48.63371 (28*2π)/47317 weeks
29-17.46289 41.41616 (29*2π)/47316 weeks
30-13.53267 36.6205 (30*2π)/47316 weeks
31-11.86144 33.70541 (31*2π)/47315 weeks
32-9.39399 29.58271 (32*2π)/47315 weeks
33-6.28214 28.56636 (33*2π)/47314 weeks
34-5.81123 28.86883 (34*2π)/47314 weeks
35-7.6392 27.1145 (35*2π)/47314 weeks
36-7.13736 22.08038 (36*2π)/47313 weeks
37-3.14379 20.55167 (37*2π)/47313 weeks
38-1.44845 19.49142 (38*2π)/47312 weeks
39.15948 17.93579 (39*2π)/47312 weeks
401.69094 18.80402 (40*2π)/47312 weeks
412.21723 18.9752 (41*2π)/47312 weeks
422.88294 16.18259 (42*2π)/47311 weeks
433.68293 17.2962 (43*2π)/47311 weeks
443.56873 15.64371 (44*2π)/47311 weeks
455.75834 13.94103 (45*2π)/47311 weeks
467.41235 13.03403 (46*2π)/47310 weeks
479.32014 13.16589 (47*2π)/47310 weeks
4810.76539 12.36385 (48*2π)/47310 weeks
4913.64946 13.77343 (49*2π)/47310 weeks
5014.78992 14.4339 (50*2π)/4739 weeks
5115.7788 15.80404 (51*2π)/4739 weeks
5217.20541 16.31444 (52*2π)/4739 weeks
5319.2303 19.10031 (53*2π)/4739 weeks
5418.34633 21.58151 (54*2π)/4739 weeks
5517.93278 22.55687 (55*2π)/4739 weeks
5618.15485 24.61709 (56*2π)/4738 weeks
5716.82123 27.43607 (57*2π)/4738 weeks
5815.29137 27.554 (58*2π)/4738 weeks
5915.24471 29.27335 (59*2π)/4738 weeks
6012.33425 31.77828 (60*2π)/4738 weeks
619.27573 31.43814 (61*2π)/4738 weeks
627.27077 30.52866 (62*2π)/4738 weeks
635.84303 30.32302 (63*2π)/4738 weeks
644.04448 28.70585 (64*2π)/4737 weeks
654.0761 27.54103 (65*2π)/4737 weeks
665.18774 28.16958 (66*2π)/4737 weeks
672.71881 30.10548 (67*2π)/4737 weeks
68-.19376 28.3447 (68*2π)/4737 weeks
69-.10946 26.95767 (69*2π)/4737 weeks
70-1.21032 27.63965 (70*2π)/4737 weeks
71-3.50192 25.39412 (71*2π)/4737 weeks
72-2.74065 24.10081 (72*2π)/4737 weeks
73-3.10467 24.81668 (73*2π)/4736 weeks
74-5.0311 24.05517 (74*2π)/4736 weeks
75-5.28262 23.05222 (75*2π)/4736 weeks
76-6.30542 22.14782 (76*2π)/4736 weeks
77-7.91559 21.53408 (77*2π)/4736 weeks
78-9.27881 19.84581 (78*2π)/4736 weeks
79-9.57656 18.30842 (79*2π)/4736 weeks
80-10.19576 16.27204 (80*2π)/4736 weeks
81-10.58706 13.74845 (81*2π)/4736 weeks
82-9.05863 11.77965 (82*2π)/4736 weeks
83-8.78883 11.31965 (83*2π)/4736 weeks
84-7.87311 10.64045 (84*2π)/4736 weeks
85-7.29429 9.64554 (85*2π)/4736 weeks
86-7.14496 8.80584 (86*2π)/4736 weeks
87-7.47449 8.16399 (87*2π)/4735 weeks
88-7.063 7.72505 (88*2π)/4735 weeks
89-5.99272 6.93933 (89*2π)/4735 weeks
90-5.73782 6.19853 (90*2π)/4735 weeks
91-5.84772 5.39628 (91*2π)/4735 weeks
92-5.7913 5.14264 (92*2π)/4735 weeks
93-5.12528 4.06017 (93*2π)/4735 weeks
94-4.44115 3.21656 (94*2π)/4735 weeks
95-4.16432 2.39007 (95*2π)/4735 weeks
96-3.3041 2.46586 (96*2π)/4735 weeks
97-2.77664 2.63147 (97*2π)/4735 weeks
98-3.06806 1.62088 (98*2π)/4735 weeks
99-2.04261 .35364 (99*2π)/4735 weeks
100-1.43805 .72039 (100*2π)/4735 weeks
101-.86758 .83802 (101*2π)/4735 weeks
102-.75434 .39422 (102*2π)/4735 weeks
103-.51561 -.18934 (103*2π)/4735 weeks
104-.58277 -.44651 (104*2π)/4735 weeks
105-.37299 -1.39469 (105*2π)/4735 weeks
106.67873 -2.38943 (106*2π)/4734 weeks
1072.33901 -2.7101 (107*2π)/4734 weeks
1082.53141 -2.89184 (108*2π)/4734 weeks
1093.69897 -3.44974 (109*2π)/4734 weeks
1105.2558 -2.69671 (110*2π)/4734 weeks
1115.61348 -2.03254 (111*2π)/4734 weeks
1125.74983 -1.94121 (112*2π)/4734 weeks
1136.05884 -2.26748 (113*2π)/4734 weeks
1146.46262 -2.61329 (114*2π)/4734 weeks
1157.57445 -2.52673 (115*2π)/4734 weeks
1168.90824 -2.43985 (116*2π)/4734 weeks
1179.09844 -2.20637 (117*2π)/4734 weeks
11810.18731 -2.28186 (118*2π)/4734 weeks
11912.23789 -1.23364 (119*2π)/4734 weeks
12012.88532 .46518 (120*2π)/4734 weeks
12112.73414 1.65115 (121*2π)/4734 weeks
12213.04795 2.81282 (122*2π)/4734 weeks
12312.56154 4.85202 (123*2π)/4734 weeks
12411.25272 5.52741 (124*2π)/4734 weeks
12510.73686 5.21538 (125*2π)/4734 weeks
12610.37967 5.94115 (126*2π)/4734 weeks
1279.22812 6.59687 (127*2π)/4734 weeks
1288.80596 5.88814 (128*2π)/4734 weeks
1298.59806 6.21515 (129*2π)/4734 weeks
1307.50475 6.02276 (130*2π)/4734 weeks
1317.30967 5.24096 (131*2π)/4734 weeks
1327.91328 5.04337 (132*2π)/4734 weeks
1337.89607 5.31365 (133*2π)/4734 weeks
1347.85472 5.10253 (134*2π)/4734 weeks
1357.7082 5.39774 (135*2π)/4734 weeks
1367.5181 6.03685 (136*2π)/4733 weeks
1376.19728 5.45299 (137*2π)/4733 weeks
1386.45861 4.29322 (138*2π)/4733 weeks
1397.13303 4.17444 (139*2π)/4733 weeks
1407.68106 4.39367 (140*2π)/4733 weeks
1418.0798 4.8198 (141*2π)/4733 weeks
1427.74349 5.274 (142*2π)/4733 weeks
1437.46599 5.53276 (143*2π)/4733 weeks
1447.06747 5.75364 (144*2π)/4733 weeks
1456.34773 5.73626 (145*2π)/4733 weeks
1466.1845 5.11323 (146*2π)/4733 weeks
1476.15412 5.00699 (147*2π)/4733 weeks
1486.45488 4.71611 (148*2π)/4733 weeks
1496.0522 4.78178 (149*2π)/4733 weeks
1506.00611 4.55621 (150*2π)/4733 weeks
1516.14823 4.64154 (151*2π)/4733 weeks
1526.03774 4.22769 (152*2π)/4733 weeks
1536.27518 3.92262 (153*2π)/4733 weeks
1546.44636 4.20619 (154*2π)/4733 weeks
1556.34866 4.28622 (155*2π)/4733 weeks
1566.52716 4.26063 (156*2π)/4733 weeks
1576.65812 4.37645 (157*2π)/4733 weeks
1586.19968 4.52404 (158*2π)/4733 weeks
1596.41585 4.52668 (159*2π)/4733 weeks
1606.14892 4.62253 (160*2π)/4733 weeks
1615.85985 4.22499 (161*2π)/4733 weeks
1626.16971 4.05524 (162*2π)/4733 weeks
1636.40787 4.62016 (163*2π)/4733 weeks
1646.04549 4.5082 (164*2π)/4733 weeks
1655.83076 4.52233 (165*2π)/4733 weeks
1665.72919 4.85017 (166*2π)/4733 weeks
1674.97967 4.37779 (167*2π)/4733 weeks
1684.93607 3.22316 (168*2π)/4733 weeks
1695.86299 3.5185 (169*2π)/4733 weeks
1706.02174 3.74158 (170*2π)/4733 weeks
1716.3228 3.58195 (171*2π)/4733 weeks
1726.77098 4.0739 (172*2π)/4733 weeks
1736.15311 5.14912 (173*2π)/4733 weeks
1745.69255 4.61252 (174*2π)/4733 weeks
1756.50994 4.75805 (175*2π)/4733 weeks
1766.0134 6.03445 (176*2π)/4733 weeks
1774.79036 6.35801 (177*2π)/4733 weeks
1783.99162 6.35473 (178*2π)/4733 weeks
1793.1487 6.10933 (179*2π)/4733 weeks
1802.09878 5.39706 (180*2π)/4733 weeks
1812.00121 4.53214 (181*2π)/4733 weeks
1821.81161 4.33641 (182*2π)/4733 weeks
1831.52147 4.06166 (183*2π)/4733 weeks
184.33872 3.2383 (184*2π)/4733 weeks
185.66667 2.48291 (185*2π)/4733 weeks
186.07141 1.5605 (186*2π)/4733 weeks
187.06728 -.07407 (187*2π)/4733 weeks
1881.02855 -.92385 (188*2π)/4733 weeks
1892.14088 -1.51811 (189*2π)/4733 weeks
1902.7758 -1.65258 (190*2π)/4732 weeks
1913.16787 -1.4249 (191*2π)/4732 weeks
1923.08122 -1.61119 (192*2π)/4732 weeks
1933.70163 -2.40288 (193*2π)/4732 weeks
1944.53895 -2.47536 (194*2π)/4732 weeks
1955.05538 -2.55205 (195*2π)/4732 weeks
1965.63738 -2.46096 (196*2π)/4732 weeks
1976.4967 -1.76949 (197*2π)/4732 weeks
1986.42336 -1.4939 (198*2π)/4732 weeks
1996.30744 -1.51406 (199*2π)/4732 weeks
2006.41815 -1.2824 (200*2π)/4732 weeks
2016.63851 -1.19583 (201*2π)/4732 weeks
2026.45508 -1.31963 (202*2π)/4732 weeks
2036.89183 -1.42382 (203*2π)/4732 weeks
2047.15143 -1.0679 (204*2π)/4732 weeks
2057.21551 -1.1987 (205*2π)/4732 weeks
2067.66763 -1.60597 (206*2π)/4732 weeks
2078.1669 -.88983 (207*2π)/4732 weeks
2087.79914 -.47646 (208*2π)/4732 weeks
2098.43999 -.82878 (209*2π)/4732 weeks
2108.85448 -.1097 (210*2π)/4732 weeks
2118.36162 .7271 (211*2π)/4732 weeks
2128.03305 .67166 (212*2π)/4732 weeks
2138.2785 .3174 (213*2π)/4732 weeks
2148.0329 .71758 (214*2π)/4732 weeks
2158.01572 .62195 (215*2π)/4732 weeks
2168.28476 .72737 (216*2π)/4732 weeks
2178.70083 1.11507 (217*2π)/4732 weeks
2188.4859 1.29543 (218*2π)/4732 weeks
2198.58146 1.58314 (219*2π)/4732 weeks
2208.55382 2.62323 (220*2π)/4732 weeks
2217.74567 3.03494 (221*2π)/4732 weeks
2227.32497 2.5497 (222*2π)/4732 weeks
2237.66436 2.54355 (223*2π)/4732 weeks
2247.26246 3.36021 (224*2π)/4732 weeks
2256.35509 3.81481 (225*2π)/4732 weeks
2265.52893 3.8142 (226*2π)/4732 weeks
2275.07973 2.80298 (227*2π)/4732 weeks
2284.81177 2.30205 (228*2π)/4732 weeks
2294.83009 1.86441 (229*2π)/4732 weeks
2305.5506 2.56308 (230*2π)/4732 weeks
2314.78032 2.9749 (231*2π)/4732 weeks
2323.52323 2.59175 (232*2π)/4732 weeks
2332.92194 1.68553 (233*2π)/4732 weeks
2342.99216 1.12151 (234*2π)/4732 weeks
2353.10901 -.05435 (235*2π)/4732 weeks
2363.72319 -.1602 (236*2π)/4732 weeks
2373.72319 .1602 (237*2π)/4732 weeks
2383.10901 .05435 (238*2π)/4732 weeks
2392.99216 -1.12151 (239*2π)/4732 weeks
2402.92194 -1.68553 (240*2π)/4732 weeks
2413.52323 -2.59175 (241*2π)/4732 weeks
2424.78032 -2.9749 (242*2π)/4732 weeks
2435.5506 -2.56308 (243*2π)/4732 weeks
2444.83009 -1.86441 (244*2π)/4732 weeks
2454.81177 -2.30205 (245*2π)/4732 weeks
2465.07973 -2.80298 (246*2π)/4732 weeks
2475.52893 -3.8142 (247*2π)/4732 weeks
2486.35509 -3.81481 (248*2π)/4732 weeks
2497.26246 -3.36021 (249*2π)/4732 weeks
2507.66436 -2.54355 (250*2π)/4732 weeks
2517.32497 -2.5497 (251*2π)/4732 weeks
2527.74567 -3.03494 (252*2π)/4732 weeks
2538.55382 -2.62323 (253*2π)/4732 weeks
2548.58146 -1.58314 (254*2π)/4732 weeks
2558.4859 -1.29543 (255*2π)/4732 weeks
2568.70083 -1.11507 (256*2π)/4732 weeks
2578.28476 -.72737 (257*2π)/4732 weeks
2588.01572 -.62195 (258*2π)/4732 weeks
2598.0329 -.71758 (259*2π)/4732 weeks
2608.2785 -.3174 (260*2π)/4732 weeks
2618.03305 -.67166 (261*2π)/4732 weeks
2628.36162 -.7271 (262*2π)/4732 weeks
2638.85448 .1097 (263*2π)/4732 weeks
2648.43999 .82878 (264*2π)/4732 weeks
2657.79914 .47646 (265*2π)/4732 weeks
2668.1669 .88983 (266*2π)/4732 weeks
2677.66763 1.60597 (267*2π)/4732 weeks
2687.21551 1.1987 (268*2π)/4732 weeks
2697.15143 1.0679 (269*2π)/4732 weeks
2706.89183 1.42382 (270*2π)/4732 weeks
2716.45508 1.31963 (271*2π)/4732 weeks
2726.63851 1.19583 (272*2π)/4732 weeks
2736.41815 1.2824 (273*2π)/4732 weeks
2746.30744 1.51406 (274*2π)/4732 weeks
2756.42336 1.4939 (275*2π)/4732 weeks
2766.4967 1.76949 (276*2π)/4732 weeks
2775.63738 2.46096 (277*2π)/4732 weeks
2785.05538 2.55205 (278*2π)/4732 weeks
2794.53895 2.47536 (279*2π)/4732 weeks
2803.70163 2.40288 (280*2π)/4732 weeks
2813.08122 1.61119 (281*2π)/4732 weeks
2823.16787 1.4249 (282*2π)/4732 weeks
2832.7758 1.65258 (283*2π)/4732 weeks
2842.14088 1.51811 (284*2π)/4732 weeks
2851.02855 .92385 (285*2π)/4732 weeks
286.06728 .07407 (286*2π)/4732 weeks
287.07141 -1.5605 (287*2π)/4732 weeks
288.66667 -2.48291 (288*2π)/4732 weeks
289.33872 -3.2383 (289*2π)/4732 weeks
2901.52147 -4.06166 (290*2π)/4732 weeks
2911.81161 -4.33641 (291*2π)/4732 weeks
2922.00121 -4.53214 (292*2π)/4732 weeks
2932.09878 -5.39706 (293*2π)/4732 weeks
2943.1487 -6.10933 (294*2π)/4732 weeks
2953.99162 -6.35473 (295*2π)/4732 weeks
2964.79036 -6.35801 (296*2π)/4732 weeks
2976.0134 -6.03445 (297*2π)/4732 weeks
2986.50994 -4.75805 (298*2π)/4732 weeks
2995.69255 -4.61252 (299*2π)/4732 weeks
3006.15311 -5.14912 (300*2π)/4732 weeks
3016.77098 -4.0739 (301*2π)/4732 weeks
3026.3228 -3.58195 (302*2π)/4732 weeks
3036.02174 -3.74158 (303*2π)/4732 weeks
3045.86299 -3.5185 (304*2π)/4732 weeks
3054.93607 -3.22316 (305*2π)/4732 weeks
3064.97967 -4.37779 (306*2π)/4732 weeks
3075.72919 -4.85017 (307*2π)/4732 weeks
3085.83076 -4.52233 (308*2π)/4732 weeks
3096.04549 -4.5082 (309*2π)/4732 weeks
3106.40787 -4.62016 (310*2π)/4732 weeks
3116.16971 -4.05524 (311*2π)/4732 weeks
3125.85985 -4.22499 (312*2π)/4732 weeks
3136.14892 -4.62253 (313*2π)/4732 weeks
3146.41585 -4.52668 (314*2π)/4732 weeks
3156.19968 -4.52404 (315*2π)/4732 weeks
3166.65812 -4.37645 (316*2π)/4731 weeks
3176.52716 -4.26063 (317*2π)/4731 weeks
3186.34866 -4.28622 (318*2π)/4731 weeks
3196.44636 -4.20619 (319*2π)/4731 weeks
3206.27518 -3.92262 (320*2π)/4731 weeks
3216.03774 -4.22769 (321*2π)/4731 weeks
3226.14823 -4.64154 (322*2π)/4731 weeks
3236.00611 -4.55621 (323*2π)/4731 weeks
3246.0522 -4.78178 (324*2π)/4731 weeks
3256.45488 -4.71611 (325*2π)/4731 weeks
3266.15412 -5.00699 (326*2π)/4731 weeks
3276.1845 -5.11323 (327*2π)/4731 weeks
3286.34773 -5.73626 (328*2π)/4731 weeks
3297.06747 -5.75364 (329*2π)/4731 weeks
3307.46599 -5.53276 (330*2π)/4731 weeks
3317.74349 -5.274 (331*2π)/4731 weeks
3328.0798 -4.8198 (332*2π)/4731 weeks
3337.68106 -4.39367 (333*2π)/4731 weeks
3347.13303 -4.17444 (334*2π)/4731 weeks
3356.45861 -4.29322 (335*2π)/4731 weeks
3366.19728 -5.45299 (336*2π)/4731 weeks
3377.5181 -6.03685 (337*2π)/4731 weeks
3387.7082 -5.39774 (338*2π)/4731 weeks
3397.85472 -5.10253 (339*2π)/4731 weeks
3407.89607 -5.31365 (340*2π)/4731 weeks
3417.91328 -5.04337 (341*2π)/4731 weeks
3427.30967 -5.24096 (342*2π)/4731 weeks
3437.50475 -6.02276 (343*2π)/4731 weeks
3448.59806 -6.21515 (344*2π)/4731 weeks
3458.80596 -5.88814 (345*2π)/4731 weeks
3469.22812 -6.59687 (346*2π)/4731 weeks
34710.37967 -5.94115 (347*2π)/4731 weeks
34810.73686 -5.21538 (348*2π)/4731 weeks
34911.25272 -5.52741 (349*2π)/4731 weeks
35012.56154 -4.85202 (350*2π)/4731 weeks
35113.04795 -2.81282 (351*2π)/4731 weeks
35212.73414 -1.65115 (352*2π)/4731 weeks
35312.88532 -.46518 (353*2π)/4731 weeks
35412.23789 1.23364 (354*2π)/4731 weeks
35510.18731 2.28186 (355*2π)/4731 weeks
3569.09844 2.20637 (356*2π)/4731 weeks
3578.90824 2.43985 (357*2π)/4731 weeks
3587.57445 2.52673 (358*2π)/4731 weeks
3596.46262 2.61329 (359*2π)/4731 weeks
3606.05884 2.26748 (360*2π)/4731 weeks
3615.74983 1.94121 (361*2π)/4731 weeks
3625.61348 2.03254 (362*2π)/4731 weeks
3635.2558 2.69671 (363*2π)/4731 weeks
3643.69897 3.44974 (364*2π)/4731 weeks
3652.53141 2.89184 (365*2π)/4731 weeks
3662.33901 2.7101 (366*2π)/4731 weeks
367.67873 2.38943 (367*2π)/4731 weeks
368-.37299 1.39469 (368*2π)/4731 weeks
369-.58277 .44651 (369*2π)/4731 weeks
370-.51561 .18934 (370*2π)/4731 weeks
371-.75434 -.39422 (371*2π)/4731 weeks
372-.86758 -.83802 (372*2π)/4731 weeks
373-1.43805 -.72039 (373*2π)/4731 weeks
374-2.04261 -.35364 (374*2π)/4731 weeks
375-3.06806 -1.62088 (375*2π)/4731 weeks
376-2.77664 -2.63147 (376*2π)/4731 weeks
377-3.3041 -2.46586 (377*2π)/4731 weeks
378-4.16432 -2.39007 (378*2π)/4731 weeks
379-4.44115 -3.21656 (379*2π)/4731 weeks
380-5.12528 -4.06017 (380*2π)/4731 weeks
381-5.7913 -5.14264 (381*2π)/4731 weeks
382-5.84772 -5.39628 (382*2π)/4731 weeks
383-5.73782 -6.19853 (383*2π)/4731 weeks
384-5.99272 -6.93933 (384*2π)/4731 weeks
385-7.063 -7.72505 (385*2π)/4731 weeks
386-7.47449 -8.16399 (386*2π)/4731 weeks
387-7.14496 -8.80584 (387*2π)/4731 weeks
388-7.29429 -9.64554 (388*2π)/4731 weeks
389-7.87311 -10.64045 (389*2π)/4731 weeks
390-8.78883 -11.31965 (390*2π)/4731 weeks
391-9.05863 -11.77965 (391*2π)/4731 weeks
392-10.58706 -13.74845 (392*2π)/4731 weeks
393-10.19576 -16.27204 (393*2π)/4731 weeks
394-9.57656 -18.30842 (394*2π)/4731 weeks
395-9.27881 -19.84581 (395*2π)/4731 weeks
396-7.91559 -21.53408 (396*2π)/4731 weeks
397-6.30542 -22.14782 (397*2π)/4731 weeks
398-5.28262 -23.05222 (398*2π)/4731 weeks
399-5.0311 -24.05517 (399*2π)/4731 weeks
400-3.10467 -24.81668 (400*2π)/4731 weeks
401-2.74065 -24.10081 (401*2π)/4731 weeks
402-3.50192 -25.39412 (402*2π)/4731 weeks
403-1.21032 -27.63965 (403*2π)/4731 weeks
404-.10946 -26.95767 (404*2π)/4731 weeks
405-.19376 -28.3447 (405*2π)/4731 weeks
4062.71881 -30.10548 (406*2π)/4731 weeks
4075.18774 -28.16958 (407*2π)/4731 weeks
4084.0761 -27.54103 (408*2π)/4731 weeks
4094.04448 -28.70585 (409*2π)/4731 weeks
4105.84303 -30.32302 (410*2π)/4731 weeks
4117.27077 -30.52866 (411*2π)/4731 weeks
4129.27573 -31.43814 (412*2π)/4731 weeks
41312.33425 -31.77828 (413*2π)/4731 weeks
41415.24471 -29.27335 (414*2π)/4731 weeks
41515.29137 -27.554 (415*2π)/4731 weeks
41616.82123 -27.43607 (416*2π)/4731 weeks
41718.15485 -24.61709 (417*2π)/4731 weeks
41817.93278 -22.55687 (418*2π)/4731 weeks
41918.34633 -21.58151 (419*2π)/4731 weeks
42019.2303 -19.10031 (420*2π)/4731 weeks
42117.20541 -16.31444 (421*2π)/4731 weeks
42215.7788 -15.80404 (422*2π)/4731 weeks
42314.78992 -14.4339 (423*2π)/4731 weeks
42413.64946 -13.77343 (424*2π)/4731 weeks
42510.76539 -12.36385 (425*2π)/4731 weeks
4269.32014 -13.16589 (426*2π)/4731 weeks
4277.41235 -13.03403 (427*2π)/4731 weeks
4285.75834 -13.94103 (428*2π)/4731 weeks
4293.56873 -15.64371 (429*2π)/4731 weeks
4303.68293 -17.2962 (430*2π)/4731 weeks
4312.88294 -16.18259 (431*2π)/4731 weeks
4322.21723 -18.9752 (432*2π)/4731 weeks
4331.69094 -18.80402 (433*2π)/4731 weeks
434.15948 -17.93579 (434*2π)/4731 weeks
435-1.44845 -19.49142 (435*2π)/4731 weeks
436-3.14379 -20.55167 (436*2π)/4731 weeks
437-7.13736 -22.08038 (437*2π)/4731 weeks
438-7.6392 -27.1145 (438*2π)/4731 weeks
439-5.81123 -28.86883 (439*2π)/4731 weeks
440-6.28214 -28.56636 (440*2π)/4731 weeks
441-9.39399 -29.58271 (441*2π)/4731 weeks
442-11.86144 -33.70541 (442*2π)/4731 weeks
443-13.53267 -36.6205 (443*2π)/4731 weeks
444-17.46289 -41.41616 (444*2π)/4731 weeks
445-16.7277 -48.63371 (445*2π)/4731 weeks
446-13.41622 -54.692 (446*2π)/4731 weeks
447-11.86921 -58.25883 (447*2π)/4731 weeks
448-12.01399 -63.24899 (448*2π)/4731 weeks
449-8.55476 -66.98 (449*2π)/4731 weeks
450-7.17073 -70.34415 (450*2π)/4731 weeks
451-4.84479 -79.62696 (451*2π)/4731 weeks
452-1.54357 -84.95903 (452*2π)/4731 weeks
4532.42489 -89.98685 (453*2π)/4731 weeks
45410.14795 -94.82108 (454*2π)/4731 weeks
45517.83213 -98.93976 (455*2π)/4731 weeks
45622.44364 -102.9085 (456*2π)/4731 weeks
45729.93858 -103.9679 (457*2π)/4731 weeks
45832.7243 -108.0105 (458*2π)/4731 weeks
45943.29589 -116.2113 (459*2π)/4731 weeks
46053.19669 -116.1387 (460*2π)/4731 weeks
46159.64373 -114.1869 (461*2π)/4731 weeks
46265.89759 -123.1671 (462*2π)/4731 weeks
46379.86695 -122.2137 (463*2π)/4731 weeks
46488.73222 -125.767 (464*2π)/4731 weeks
465104.9083 -134.108 (465*2π)/4731 weeks
466123.757 -130.0441 (466*2π)/4731 weeks
467139.9773 -120.303 (467*2π)/4731 weeks
468150.2943 -114.2272 (468*2π)/4731 weeks
469168.9854 -120.4434 (469*2π)/4731 weeks
470189.7896 -117.0353 (470*2π)/4731 weeks
471216.0749 -105.3015 (471*2π)/4731 weeks



Back to list of Stocks