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

Fourier Analysis of SDOW (PROSHARES ULTRAPRO SHORT DOW30 PROSHARES ULTRAPRO SHORT DOW30)


SDOW (PROSHARES ULTRAPRO SHORT DOW30 PROSHARES ULTRAPRO SHORT DOW30) appears to have interesting cyclic behaviour every 37 weeks (33.9497*sine), 40 weeks (30.0913*sine), and 20 weeks (10.9212*cosine).

SDOW (PROSHARES ULTRAPRO SHORT DOW30 PROSHARES ULTRAPRO SHORT DOW30) has an average price of 279.76 (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 2/11/2010 to 10/16/2017 for SDOW (PROSHARES ULTRAPRO SHORT DOW30 PROSHARES ULTRAPRO SHORT DOW30), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0279.7624   0 
1181.9459 239.1059 (1*2π)/402402 weeks
256.61475 161.4076 (2*2π)/402201 weeks
336.9501 120.2373 (3*2π)/402134 weeks
425.9672 98.78362 (4*2π)/402101 weeks
519.17779 83.81697 (5*2π)/40280 weeks
61.23058 83.94411 (6*2π)/40267 weeks
7-18.51293 62.02539 (7*2π)/40257 weeks
8-11.97001 33.04399 (8*2π)/40250 weeks
9.30549 27.92632 (9*2π)/40245 weeks
105.73729 30.09128 (10*2π)/40240 weeks
11-.43402 33.94966 (11*2π)/40237 weeks
12-9.27009 22.42139 (12*2π)/40234 weeks
132.91836 12.72119 (13*2π)/40231 weeks
148.73142 17.27625 (14*2π)/40229 weeks
157.51973 16.22045 (15*2π)/40227 weeks
167.0756 16.3715 (16*2π)/40225 weeks
178.08761 19.6728 (17*2π)/40224 weeks
184.89805 13.25706 (18*2π)/40222 weeks
1910.67146 10.41688 (19*2π)/40221 weeks
2010.92119 18.33567 (20*2π)/40220 weeks
217.26914 19.69967 (21*2π)/40219 weeks
225.90213 15.48848 (22*2π)/40218 weeks
236.66171 11.03514 (23*2π)/40217 weeks
248.48317 12.23757 (24*2π)/40217 weeks
2510.28681 15.63735 (25*2π)/40216 weeks
267.14373 16.3957 (26*2π)/40215 weeks
276.12814 13.26525 (27*2π)/40215 weeks
288.21734 13.31018 (28*2π)/40214 weeks
299.5734 14.07137 (29*2π)/40214 weeks
309.40034 18.59581 (30*2π)/40213 weeks
313.38438 19.99927 (31*2π)/40213 weeks
32-1.50726 14.69008 (32*2π)/40213 weeks
332.00099 9.85476 (33*2π)/40212 weeks
344.42135 10.252 (34*2π)/40212 weeks
353.59433 13.88084 (35*2π)/40211 weeks
362.48776 11.30205 (36*2π)/40211 weeks
371.54868 11.29444 (37*2π)/40211 weeks
38.3259 9.32169 (38*2π)/40211 weeks
393.18253 7.27963 (39*2π)/40210 weeks
404.70746 7.51356 (40*2π)/40210 weeks
416.18437 8.29671 (41*2π)/40210 weeks
425.02772 10.64905 (42*2π)/40210 weeks
433.97723 11.72 (43*2π)/4029 weeks
44.88771 10.9017 (44*2π)/4029 weeks
45.11488 7.9357 (45*2π)/4029 weeks
463.00514 6.22505 (46*2π)/4029 weeks
473.18232 8.19922 (47*2π)/4029 weeks
483.20426 9.46397 (48*2π)/4028 weeks
49-2.40843 7.9689 (49*2π)/4028 weeks
50.5007 2.14883 (50*2π)/4028 weeks
514.69206 3.86733 (51*2π)/4028 weeks
524.43738 5.42948 (52*2π)/4028 weeks
533.51087 6.755 (53*2π)/4028 weeks
541.519 4.40736 (54*2π)/4027 weeks
552.49026 1.96449 (55*2π)/4027 weeks
567.84682 .53904 (56*2π)/4027 weeks
579.97112 5.74572 (57*2π)/4027 weeks
587.20192 9.08948 (58*2π)/4027 weeks
594.1269 8.22716 (59*2π)/4027 weeks
604.60309 5.88063 (60*2π)/4027 weeks
616.49975 7.8239 (61*2π)/4027 weeks
624.19588 9.66962 (62*2π)/4026 weeks
631.83835 8.23479 (63*2π)/4026 weeks
642.76384 7.18854 (64*2π)/4026 weeks
651.38425 6.6948 (65*2π)/4026 weeks
661.42565 5.82624 (66*2π)/4026 weeks
672.05195 5.85141 (67*2π)/4026 weeks
68.95443 5.61367 (68*2π)/4026 weeks
691.1487 3.30816 (69*2π)/4026 weeks
703.28837 2.87354 (70*2π)/4026 weeks
713.12362 3.60458 (71*2π)/4026 weeks
723.40972 3.79082 (72*2π)/4026 weeks
733.19045 4.08179 (73*2π)/4026 weeks
744.26072 3.72171 (74*2π)/4025 weeks
753.58737 3.70494 (75*2π)/4025 weeks
763.86477 3.9417 (76*2π)/4025 weeks
773.84036 3.26923 (77*2π)/4025 weeks
785.64896 4.10959 (78*2π)/4025 weeks
794.85989 5.21105 (79*2π)/4025 weeks
803.5478 5.21092 (80*2π)/4025 weeks
814.13936 5.57195 (81*2π)/4025 weeks
823.40256 5.91751 (82*2π)/4025 weeks
831.79676 5.79701 (83*2π)/4025 weeks
841.46181 3.97893 (84*2π)/4025 weeks
852.05427 3.86721 (85*2π)/4025 weeks
863.15327 3.3318 (86*2π)/4025 weeks
873.24587 4.10409 (87*2π)/4025 weeks
881.54481 3.85881 (88*2π)/4025 weeks
892.23379 3.43739 (89*2π)/4025 weeks
901.89868 2.96002 (90*2π)/4024 weeks
913.00111 2.54015 (91*2π)/4024 weeks
922.25371 3.01265 (92*2π)/4024 weeks
931.92606 2.54845 (93*2π)/4024 weeks
942.42607 1.87583 (94*2π)/4024 weeks
952.56028 1.59578 (95*2π)/4024 weeks
963.18411 1.00355 (96*2π)/4024 weeks
973.35382 .65734 (97*2π)/4024 weeks
984.33096 .83935 (98*2π)/4024 weeks
996.22378 1.50999 (99*2π)/4024 weeks
1005.81208 2.88521 (100*2π)/4024 weeks
1014.29918 3.62502 (101*2π)/4024 weeks
1024.06569 2.65093 (102*2π)/4024 weeks
1035.81554 2.14886 (103*2π)/4024 weeks
1046.32981 4.01506 (104*2π)/4024 weeks
1054.81048 5.15774 (105*2π)/4024 weeks
1063.08254 5.37812 (106*2π)/4024 weeks
1073.01353 4.31292 (107*2π)/4024 weeks
1083.41271 3.85622 (108*2π)/4024 weeks
1092.97255 5.08337 (109*2π)/4024 weeks
1101.47631 4.70963 (110*2π)/4024 weeks
111.80386 3.09899 (111*2π)/4024 weeks
1121.99776 2.15737 (112*2π)/4024 weeks
1132.34381 2.92777 (113*2π)/4024 weeks
1141.26087 2.93879 (114*2π)/4024 weeks
115.60702 2.46432 (115*2π)/4023 weeks
116.65501 .06064 (116*2π)/4023 weeks
1173.00145 -.39191 (117*2π)/4023 weeks
1183.79521 .49818 (118*2π)/4023 weeks
1193.56978 1.14957 (119*2π)/4023 weeks
1204.2174 .39508 (120*2π)/4023 weeks
1214.83355 2.3449 (121*2π)/4023 weeks
1223.03708 2.51653 (122*2π)/4023 weeks
1233.19537 1.74038 (123*2π)/4023 weeks
1243.41745 1.71255 (124*2π)/4023 weeks
1253.18819 1.90133 (125*2π)/4023 weeks
1263.76769 1.89005 (126*2π)/4023 weeks
1272.75025 2.09134 (127*2π)/4023 weeks
1282.68267 1.43267 (128*2π)/4023 weeks
1293.10137 1.28939 (129*2π)/4023 weeks
1303.54718 1.29469 (130*2π)/4023 weeks
1313.18335 1.80635 (131*2π)/4023 weeks
1322.67231 1.4256 (132*2π)/4023 weeks
1333.06505 .57463 (133*2π)/4023 weeks
1344.10661 1.30776 (134*2π)/4023 weeks
1352.78482 1.78707 (135*2π)/4023 weeks
1362.41133 .5121 (136*2π)/4023 weeks
1373.96261 .16591 (137*2π)/4023 weeks
1384.39948 .98722 (138*2π)/4023 weeks
1393.41451 1.72752 (139*2π)/4023 weeks
1403.00458 .88289 (140*2π)/4023 weeks
1413.83736 -.59775 (141*2π)/4023 weeks
1425.96291 .21554 (142*2π)/4023 weeks
1436.0281 3.19533 (143*2π)/4023 weeks
1443.3278 3.40707 (144*2π)/4023 weeks
1452.62775 1.80575 (145*2π)/4023 weeks
1463.53611 .51962 (146*2π)/4023 weeks
1475.498 2.05386 (147*2π)/4023 weeks
1483.94921 4.54688 (148*2π)/4023 weeks
1491.34147 3.59613 (149*2π)/4023 weeks
1501.29136 1.4416 (150*2π)/4023 weeks
1511.75716 .73393 (151*2π)/4023 weeks
1522.62782 .92557 (152*2π)/4023 weeks
1532.39371 1.46744 (153*2π)/4023 weeks
1541.37755 1.30043 (154*2π)/4023 weeks
1551.38117 -.24541 (155*2π)/4023 weeks
1562.60983 -1.39309 (156*2π)/4023 weeks
1573.84596 -.00398 (157*2π)/4023 weeks
1583.32839 .59033 (158*2π)/4023 weeks
1592.78566 .11885 (159*2π)/4023 weeks
1602.63838 -.28448 (160*2π)/4023 weeks
1613.17094 -.80989 (161*2π)/4022 weeks
1623.85573 -1.26602 (162*2π)/4022 weeks
1634.97212 -.54664 (163*2π)/4022 weeks
1645.05077 .77578 (164*2π)/4022 weeks
1653.57902 1.51084 (165*2π)/4022 weeks
1663.1069 -.23615 (166*2π)/4022 weeks
1674.58496 -.96075 (167*2π)/4022 weeks
1685.16803 .67431 (168*2π)/4022 weeks
1694.4095 1.82007 (169*2π)/4022 weeks
1703.47366 1.03649 (170*2π)/4022 weeks
1713.62064 .52188 (171*2π)/4022 weeks
1723.96234 .46318 (172*2π)/4022 weeks
1734.33115 .7091 (173*2π)/4022 weeks
1743.95388 1.58993 (174*2π)/4022 weeks
1752.27722 .69049 (175*2π)/4022 weeks
1763.75026 -.63495 (176*2π)/4022 weeks
1775.11667 .66368 (177*2π)/4022 weeks
1783.76718 1.9497 (178*2π)/4022 weeks
1792.49904 1.31405 (179*2π)/4022 weeks
1802.62501 .1238 (180*2π)/4022 weeks
1813.45673 -1.23899 (181*2π)/4022 weeks
1824.73365 .23471 (182*2π)/4022 weeks
1834.48946 .81554 (183*2π)/4022 weeks
1843.73514 .97149 (184*2π)/4022 weeks
1853.94579 .95427 (185*2π)/4022 weeks
1863.63112 .82467 (186*2π)/4022 weeks
1874.17885 1.78539 (187*2π)/4022 weeks
1882.66743 2.60458 (188*2π)/4022 weeks
1891.13116 1.65272 (189*2π)/4022 weeks
1901.14555 -.10728 (190*2π)/4022 weeks
1911.55861 -.71542 (191*2π)/4022 weeks
1921.5687 -1.49673 (192*2π)/4022 weeks
1932.85295 -1.41106 (193*2π)/4022 weeks
1942.84247 -1.49687 (194*2π)/4022 weeks
1952.87869 -2.55187 (195*2π)/4022 weeks
1964.36448 -2.49519 (196*2π)/4022 weeks
1975.65328 -1.41772 (197*2π)/4022 weeks
1985.29058 -.96056 (198*2π)/4022 weeks
1994.53105 -.75488 (199*2π)/4022 weeks
2005.27591 -1.15481 (200*2π)/4022 weeks
2016.57724   (201*2π)/4022 weeks
2025.27591 1.15481 (202*2π)/4022 weeks
2034.53105 .75488 (203*2π)/4022 weeks
2045.29058 .96056 (204*2π)/4022 weeks
2055.65328 1.41772 (205*2π)/4022 weeks
2064.36448 2.49519 (206*2π)/4022 weeks
2072.87869 2.55187 (207*2π)/4022 weeks
2082.84247 1.49687 (208*2π)/4022 weeks
2092.85295 1.41106 (209*2π)/4022 weeks
2101.5687 1.49673 (210*2π)/4022 weeks
2111.55861 .71542 (211*2π)/4022 weeks
2121.14555 .10728 (212*2π)/4022 weeks
2131.13116 -1.65272 (213*2π)/4022 weeks
2142.66743 -2.60458 (214*2π)/4022 weeks
2154.17885 -1.78539 (215*2π)/4022 weeks
2163.63112 -.82467 (216*2π)/4022 weeks
2173.94579 -.95427 (217*2π)/4022 weeks
2183.73514 -.97149 (218*2π)/4022 weeks
2194.48946 -.81554 (219*2π)/4022 weeks
2204.73365 -.23471 (220*2π)/4022 weeks
2213.45673 1.23899 (221*2π)/4022 weeks
2222.62501 -.1238 (222*2π)/4022 weeks
2232.49904 -1.31405 (223*2π)/4022 weeks
2243.76718 -1.9497 (224*2π)/4022 weeks
2255.11667 -.66368 (225*2π)/4022 weeks
2263.75026 .63495 (226*2π)/4022 weeks
2272.27722 -.69049 (227*2π)/4022 weeks
2283.95388 -1.58993 (228*2π)/4022 weeks
2294.33115 -.7091 (229*2π)/4022 weeks
2303.96234 -.46318 (230*2π)/4022 weeks
2313.62064 -.52188 (231*2π)/4022 weeks
2323.47366 -1.03649 (232*2π)/4022 weeks
2334.4095 -1.82007 (233*2π)/4022 weeks
2345.16803 -.67431 (234*2π)/4022 weeks
2354.58496 .96075 (235*2π)/4022 weeks
2363.1069 .23615 (236*2π)/4022 weeks
2373.57902 -1.51084 (237*2π)/4022 weeks
2385.05077 -.77578 (238*2π)/4022 weeks
2394.97212 .54664 (239*2π)/4022 weeks
2403.85573 1.26602 (240*2π)/4022 weeks
2413.17094 .80989 (241*2π)/4022 weeks
2422.63838 .28448 (242*2π)/4022 weeks
2432.78566 -.11885 (243*2π)/4022 weeks
2443.32839 -.59033 (244*2π)/4022 weeks
2453.84596 .00398 (245*2π)/4022 weeks
2462.60983 1.39309 (246*2π)/4022 weeks
2471.38117 .24541 (247*2π)/4022 weeks
2481.37755 -1.30043 (248*2π)/4022 weeks
2492.39371 -1.46744 (249*2π)/4022 weeks
2502.62782 -.92557 (250*2π)/4022 weeks
2511.75716 -.73393 (251*2π)/4022 weeks
2521.29136 -1.4416 (252*2π)/4022 weeks
2531.34147 -3.59613 (253*2π)/4022 weeks
2543.94921 -4.54688 (254*2π)/4022 weeks
2555.498 -2.05386 (255*2π)/4022 weeks
2563.53611 -.51962 (256*2π)/4022 weeks
2572.62775 -1.80575 (257*2π)/4022 weeks
2583.3278 -3.40707 (258*2π)/4022 weeks
2596.0281 -3.19533 (259*2π)/4022 weeks
2605.96291 -.21554 (260*2π)/4022 weeks
2613.83736 .59775 (261*2π)/4022 weeks
2623.00458 -.88289 (262*2π)/4022 weeks
2633.41451 -1.72752 (263*2π)/4022 weeks
2644.39948 -.98722 (264*2π)/4022 weeks
2653.96261 -.16591 (265*2π)/4022 weeks
2662.41133 -.5121 (266*2π)/4022 weeks
2672.78482 -1.78707 (267*2π)/4022 weeks
2684.10661 -1.30776 (268*2π)/4022 weeks
2693.06505 -.57463 (269*2π)/4021 weeks
2702.67231 -1.4256 (270*2π)/4021 weeks
2713.18335 -1.80635 (271*2π)/4021 weeks
2723.54718 -1.29469 (272*2π)/4021 weeks
2733.10137 -1.28939 (273*2π)/4021 weeks
2742.68267 -1.43267 (274*2π)/4021 weeks
2752.75025 -2.09134 (275*2π)/4021 weeks
2763.76769 -1.89005 (276*2π)/4021 weeks
2773.18819 -1.90133 (277*2π)/4021 weeks
2783.41745 -1.71255 (278*2π)/4021 weeks
2793.19537 -1.74038 (279*2π)/4021 weeks
2803.03708 -2.51653 (280*2π)/4021 weeks
2814.83355 -2.3449 (281*2π)/4021 weeks
2824.2174 -.39508 (282*2π)/4021 weeks
2833.56978 -1.14957 (283*2π)/4021 weeks
2843.79521 -.49818 (284*2π)/4021 weeks
2853.00145 .39191 (285*2π)/4021 weeks
286.65501 -.06064 (286*2π)/4021 weeks
287.60702 -2.46432 (287*2π)/4021 weeks
2881.26087 -2.93879 (288*2π)/4021 weeks
2892.34381 -2.92777 (289*2π)/4021 weeks
2901.99776 -2.15737 (290*2π)/4021 weeks
291.80386 -3.09899 (291*2π)/4021 weeks
2921.47631 -4.70963 (292*2π)/4021 weeks
2932.97255 -5.08337 (293*2π)/4021 weeks
2943.41271 -3.85622 (294*2π)/4021 weeks
2953.01353 -4.31292 (295*2π)/4021 weeks
2963.08254 -5.37812 (296*2π)/4021 weeks
2974.81048 -5.15774 (297*2π)/4021 weeks
2986.32981 -4.01506 (298*2π)/4021 weeks
2995.81554 -2.14886 (299*2π)/4021 weeks
3004.06569 -2.65093 (300*2π)/4021 weeks
3014.29918 -3.62502 (301*2π)/4021 weeks
3025.81208 -2.88521 (302*2π)/4021 weeks
3036.22378 -1.50999 (303*2π)/4021 weeks
3044.33096 -.83935 (304*2π)/4021 weeks
3053.35382 -.65734 (305*2π)/4021 weeks
3063.18411 -1.00355 (306*2π)/4021 weeks
3072.56028 -1.59578 (307*2π)/4021 weeks
3082.42607 -1.87583 (308*2π)/4021 weeks
3091.92606 -2.54845 (309*2π)/4021 weeks
3102.25371 -3.01265 (310*2π)/4021 weeks
3113.00111 -2.54015 (311*2π)/4021 weeks
3121.89868 -2.96002 (312*2π)/4021 weeks
3132.23379 -3.43739 (313*2π)/4021 weeks
3141.54481 -3.85881 (314*2π)/4021 weeks
3153.24587 -4.10409 (315*2π)/4021 weeks
3163.15327 -3.3318 (316*2π)/4021 weeks
3172.05427 -3.86721 (317*2π)/4021 weeks
3181.46181 -3.97893 (318*2π)/4021 weeks
3191.79676 -5.79701 (319*2π)/4021 weeks
3203.40256 -5.91751 (320*2π)/4021 weeks
3214.13936 -5.57195 (321*2π)/4021 weeks
3223.5478 -5.21092 (322*2π)/4021 weeks
3234.85989 -5.21105 (323*2π)/4021 weeks
3245.64896 -4.10959 (324*2π)/4021 weeks
3253.84036 -3.26923 (325*2π)/4021 weeks
3263.86477 -3.9417 (326*2π)/4021 weeks
3273.58737 -3.70494 (327*2π)/4021 weeks
3284.26072 -3.72171 (328*2π)/4021 weeks
3293.19045 -4.08179 (329*2π)/4021 weeks
3303.40972 -3.79082 (330*2π)/4021 weeks
3313.12362 -3.60458 (331*2π)/4021 weeks
3323.28837 -2.87354 (332*2π)/4021 weeks
3331.1487 -3.30816 (333*2π)/4021 weeks
334.95443 -5.61367 (334*2π)/4021 weeks
3352.05195 -5.85141 (335*2π)/4021 weeks
3361.42565 -5.82624 (336*2π)/4021 weeks
3371.38425 -6.6948 (337*2π)/4021 weeks
3382.76384 -7.18854 (338*2π)/4021 weeks
3391.83835 -8.23479 (339*2π)/4021 weeks
3404.19588 -9.66962 (340*2π)/4021 weeks
3416.49975 -7.8239 (341*2π)/4021 weeks
3424.60309 -5.88063 (342*2π)/4021 weeks
3434.1269 -8.22716 (343*2π)/4021 weeks
3447.20192 -9.08948 (344*2π)/4021 weeks
3459.97112 -5.74572 (345*2π)/4021 weeks
3467.84682 -.53904 (346*2π)/4021 weeks
3472.49026 -1.96449 (347*2π)/4021 weeks
3481.519 -4.40736 (348*2π)/4021 weeks
3493.51087 -6.755 (349*2π)/4021 weeks
3504.43738 -5.42948 (350*2π)/4021 weeks
3514.69206 -3.86733 (351*2π)/4021 weeks
352.5007 -2.14883 (352*2π)/4021 weeks
353-2.40843 -7.9689 (353*2π)/4021 weeks
3543.20426 -9.46397 (354*2π)/4021 weeks
3553.18232 -8.19922 (355*2π)/4021 weeks
3563.00514 -6.22505 (356*2π)/4021 weeks
357.11488 -7.9357 (357*2π)/4021 weeks
358.88771 -10.9017 (358*2π)/4021 weeks
3593.97723 -11.72 (359*2π)/4021 weeks
3605.02772 -10.64905 (360*2π)/4021 weeks
3616.18437 -8.29671 (361*2π)/4021 weeks
3624.70746 -7.51356 (362*2π)/4021 weeks
3633.18253 -7.27963 (363*2π)/4021 weeks
364.3259 -9.32169 (364*2π)/4021 weeks
3651.54868 -11.29444 (365*2π)/4021 weeks
3662.48776 -11.30205 (366*2π)/4021 weeks
3673.59433 -13.88084 (367*2π)/4021 weeks
3684.42135 -10.252 (368*2π)/4021 weeks
3692.00099 -9.85476 (369*2π)/4021 weeks
370-1.50726 -14.69008 (370*2π)/4021 weeks
3713.38438 -19.99927 (371*2π)/4021 weeks
3729.40034 -18.59581 (372*2π)/4021 weeks
3739.5734 -14.07137 (373*2π)/4021 weeks
3748.21734 -13.31018 (374*2π)/4021 weeks
3756.12814 -13.26525 (375*2π)/4021 weeks
3767.14373 -16.3957 (376*2π)/4021 weeks
37710.28681 -15.63735 (377*2π)/4021 weeks
3788.48317 -12.23757 (378*2π)/4021 weeks
3796.66171 -11.03514 (379*2π)/4021 weeks
3805.90213 -15.48848 (380*2π)/4021 weeks
3817.26914 -19.69967 (381*2π)/4021 weeks
38210.92119 -18.33567 (382*2π)/4021 weeks
38310.67146 -10.41688 (383*2π)/4021 weeks
3844.89805 -13.25706 (384*2π)/4021 weeks
3858.08761 -19.6728 (385*2π)/4021 weeks
3867.0756 -16.3715 (386*2π)/4021 weeks
3877.51973 -16.22045 (387*2π)/4021 weeks
3888.73142 -17.27625 (388*2π)/4021 weeks
3892.91836 -12.72119 (389*2π)/4021 weeks
390-9.27009 -22.42139 (390*2π)/4021 weeks
391-.43402 -33.94966 (391*2π)/4021 weeks
3925.73729 -30.09128 (392*2π)/4021 weeks
393.30549 -27.92632 (393*2π)/4021 weeks
394-11.97001 -33.04399 (394*2π)/4021 weeks
395-18.51293 -62.02539 (395*2π)/4021 weeks
3961.23058 -83.94411 (396*2π)/4021 weeks
39719.17779 -83.81697 (397*2π)/4021 weeks
39825.9672 -98.78362 (398*2π)/4021 weeks
39936.9501 -120.2373 (399*2π)/4021 weeks
40056.61475 -161.4076 (400*2π)/4021 weeks



Back to list of Stocks