Back to list of Stocks    See Also: Seasonal Analysis of SOXSGenetic Algorithms Stock Portfolio Generator, and Fourier Calculator

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 (84.6007*sine), 35 weeks (65.8464*sine), and 27 weeks (55.2989*sine).

SOXS (Direxion Daily Semiconductor Bear 3x Shares ETF) has an average price of 537.97 (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 7/10/2017 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
0537.9651   0 
1447.6511 539.2557 (1*2π)/384384 weeks
2175.5806 328.8569 (2*2π)/384192 weeks
3147.8921 276.5104 (3*2π)/384128 weeks
4104.5897 243.4285 (4*2π)/38496 weeks
591.44447 231.533 (5*2π)/38477 weeks
622.00962 254.5531 (6*2π)/38464 weeks
7-71.69265 186.192 (7*2π)/38455 weeks
8-61.13474 85.33439 (8*2π)/38448 weeks
9-16.46976 47.87212 (9*2π)/38443 weeks
1016.4054 54.74879 (10*2π)/38438 weeks
1113.22877 65.84637 (11*2π)/38435 weeks
125.44493 44.94605 (12*2π)/38432 weeks
1329.68128 37.09699 (13*2π)/38430 weeks
1433.42896 55.29893 (14*2π)/38427 weeks
1526.27156 50.88129 (15*2π)/38426 weeks
1644.13652 53.83861 (16*2π)/38424 weeks
1722.58305 84.6007 (17*2π)/38423 weeks
18-12.88341 63.26094 (18*2π)/38421 weeks
198.4051 34.54034 (19*2π)/38420 weeks
2017.28469 49.66615 (20*2π)/38419 weeks
215.58206 51.91941 (21*2π)/38418 weeks
22-8.46369 47.80978 (22*2π)/38417 weeks
23-13.36563 28.84617 (23*2π)/38417 weeks
24-.47581 13.48674 (24*2π)/38416 weeks
2513.67347 14.17246 (25*2π)/38415 weeks
2614.95098 22.79391 (26*2π)/38415 weeks
279.93156 17.58036 (27*2π)/38414 weeks
2818.55879 8.51198 (28*2π)/38414 weeks
2933.08918 16.98743 (29*2π)/38413 weeks
3034.37792 29.01234 (30*2π)/38413 weeks
3122.16062 36.74849 (31*2π)/38412 weeks
3213.71211 31.16841 (32*2π)/38412 weeks
3316.28048 19.22162 (33*2π)/38412 weeks
3426.01049 26.16776 (34*2π)/38411 weeks
3522.61979 28.9459 (35*2π)/38411 weeks
3624.45905 30.36726 (36*2π)/38411 weeks
3719.75295 38.8909 (37*2π)/38410 weeks
386.54073 38.07509 (38*2π)/38410 weeks
39-1.80568 24.93362 (39*2π)/38410 weeks
4010.44422 11.70824 (40*2π)/38410 weeks
4118.2267 17.68924 (41*2π)/3849 weeks
4218.41477 20.87996 (42*2π)/3849 weeks
4316.94221 23.09766 (43*2π)/3849 weeks
4412.43194 19.64639 (44*2π)/3849 weeks
4518.78932 14.3149 (45*2π)/3849 weeks
4625.1136 16.40527 (46*2π)/3848 weeks
4730.91795 28.12846 (47*2π)/3848 weeks
4818.94379 37.1617 (48*2π)/3848 weeks
4911.28956 28.60891 (49*2π)/3848 weeks
5015.74961 25.93114 (50*2π)/3848 weeks
5117.47592 27.8512 (51*2π)/3848 weeks
5217.15739 34.00032 (52*2π)/3847 weeks
5310.4047 40.95288 (53*2π)/3847 weeks
54-4.32796 36.33541 (54*2π)/3847 weeks
55-6.28614 21.68625 (55*2π)/3847 weeks
565.40351 16.78148 (56*2π)/3847 weeks
578.22298 27.44364 (57*2π)/3847 weeks
58-4.88382 27.20633 (58*2π)/3847 weeks
59-4.68984 14.43165 (59*2π)/3847 weeks
603.24585 15.1414 (60*2π)/3846 weeks
611.19169 17.46398 (61*2π)/3846 weeks
621.32445 12.90666 (62*2π)/3846 weeks
632.65756 13.16282 (63*2π)/3846 weeks
642.00883 10.52237 (64*2π)/3846 weeks
657.87649 8.09688 (65*2π)/3846 weeks
6611.92173 15.97499 (66*2π)/3846 weeks
672.84438 18.965 (67*2π)/3846 weeks
68.59266 10.93104 (68*2π)/3846 weeks
695.52704 8.78823 (69*2π)/3846 weeks
707.15154 8.51492 (70*2π)/3845 weeks
718.4713 10.64478 (71*2π)/3845 weeks
728.47656 11.28479 (72*2π)/3845 weeks
738.91299 9.35348 (73*2π)/3845 weeks
7413.41173 12.67441 (74*2π)/3845 weeks
759.66217 16.594 (75*2π)/3845 weeks
766.62842 18.79341 (76*2π)/3845 weeks
772.56867 18.97179 (77*2π)/3845 weeks
78-2.90329 14.6775 (78*2π)/3845 weeks
79-4.87388 10.05934 (79*2π)/3845 weeks
80-3.36303 2.71237 (80*2π)/3845 weeks
812.88613 .87559 (81*2π)/3845 weeks
825.25712 3.50069 (82*2π)/3845 weeks
833.09638 2.68934 (83*2π)/3845 weeks
844.46047 -1.89159 (84*2π)/3845 weeks
8510.51046 -.91366 (85*2π)/3845 weeks
8610.77755 .3015 (86*2π)/3844 weeks
8714.9492 2.3792 (87*2π)/3844 weeks
8812.75862 6.11803 (88*2π)/3844 weeks
8910.43767 4.26848 (89*2π)/3844 weeks
9012.46307 4.87134 (90*2π)/3844 weeks
9111.43862 5.41178 (91*2π)/3844 weeks
9211.57769 4.31388 (92*2π)/3844 weeks
9313.82861 2.06922 (93*2π)/3844 weeks
9418.10359 3.81881 (94*2π)/3844 weeks
9518.22068 10.78288 (95*2π)/3844 weeks
9613.49978 13.35763 (96*2π)/3844 weeks
978.3067 9.47413 (97*2π)/3844 weeks
9811.29829 3.73683 (98*2π)/3844 weeks
9917.97834 5.16655 (99*2π)/3844 weeks
10018.54147 12.98994 (100*2π)/3844 weeks
10113.06367 16.35941 (101*2π)/3844 weeks
1027.94269 12.1027 (102*2π)/3844 weeks
10311.44079 6.97415 (103*2π)/3844 weeks
10417.71634 12.4547 (104*2π)/3844 weeks
10511.29375 20.38531 (105*2π)/3844 weeks
1062.47331 16.53859 (106*2π)/3844 weeks
1072.7296 8.73119 (107*2π)/3844 weeks
1087.3721 7.54567 (108*2π)/3844 weeks
1098.9377 9.82899 (109*2π)/3844 weeks
1106.23297 14.26852 (110*2π)/3843 weeks
111-.41014 11.02975 (111*2π)/3843 weeks
112.70758 3.49325 (112*2π)/3843 weeks
1134.49561 2.83443 (113*2π)/3843 weeks
1143.80457 2.93266 (114*2π)/3843 weeks
1156.29981 -2.16039 (115*2π)/3843 weeks
11612.46235 -.61698 (116*2π)/3843 weeks
11714.04383 2.60559 (117*2π)/3843 weeks
11814.37782 5.23721 (118*2π)/3843 weeks
11913.99027 7.6554 (119*2π)/3843 weeks
12012.02708 9.04369 (120*2π)/3843 weeks
12111.24355 9.65042 (121*2π)/3843 weeks
12210.3399 10.68649 (122*2π)/3843 weeks
1237.8345 11.22442 (123*2π)/3843 weeks
1245.16983 9.64106 (124*2π)/3843 weeks
1255.95124 7.08964 (125*2π)/3843 weeks
1266.92424 6.87761 (126*2π)/3843 weeks
1276.86224 7.27616 (127*2π)/3843 weeks
1287.6288 6.15991 (128*2π)/3843 weeks
1298.19039 9.8792 (129*2π)/3843 weeks
1302.2148 9.8466 (130*2π)/3843 weeks
1311.97975 2.77622 (131*2π)/3843 weeks
1327.78925 1.96394 (132*2π)/3843 weeks
13310.11563 6.55212 (133*2π)/3843 weeks
1346.12387 10.83121 (134*2π)/3843 weeks
135-.46524 8.189 (135*2π)/3843 weeks
136-1.36103 .33189 (136*2π)/3843 weeks
1376.47135 -2.88884 (137*2π)/3843 weeks
1389.9365 2.80961 (138*2π)/3843 weeks
1395.05058 6.44395 (139*2π)/3843 weeks
140-1.75774 1.85191 (140*2π)/3843 weeks
1412.98993 -9.08886 (141*2π)/3843 weeks
14214.84776 -6.69491 (142*2π)/3843 weeks
14314.9133 2.23339 (143*2π)/3843 weeks
14411.02287 3.26553 (144*2π)/3843 weeks
1459.18235 2.42523 (145*2π)/3843 weeks
14610.4534 -.53336 (146*2π)/3843 weeks
14714.31181 .96358 (147*2π)/3843 weeks
14814.18253 5.77446 (148*2π)/3843 weeks
1499.73109 8.22807 (149*2π)/3843 weeks
1506.74259 3.63725 (150*2π)/3843 weeks
1519.24633 1.79648 (151*2π)/3843 weeks
15210.74754 2.50907 (152*2π)/3843 weeks
15312.8235 3.72146 (153*2π)/3843 weeks
15412.63805 6.6683 (154*2π)/3842 weeks
1559.67129 9.38874 (155*2π)/3842 weeks
1566.14919 8.76495 (156*2π)/3842 weeks
1573.44179 5.68476 (157*2π)/3842 weeks
1586.38243 1.23099 (158*2π)/3842 weeks
1599.81199 4.57639 (159*2π)/3842 weeks
1606.94872 7.36284 (160*2π)/3842 weeks
1614.33945 6.25787 (161*2π)/3842 weeks
1623.89934 3.10143 (162*2π)/3842 weeks
1636.00198 2.20281 (163*2π)/3842 weeks
1646.56009 4.72223 (164*2π)/3842 weeks
1653.8025 5.55687 (165*2π)/3842 weeks
166-.34503 3.27446 (166*2π)/3842 weeks
167.89299 -4.59326 (167*2π)/3842 weeks
1689.24334 -4.06601 (168*2π)/3842 weeks
1698.69359 2.43694 (169*2π)/3842 weeks
1704.73326 1.04827 (170*2π)/3842 weeks
1714.13455 -2.01027 (171*2π)/3842 weeks
1727.1346 -4.93961 (172*2π)/3842 weeks
17311.82882 -3.15166 (173*2π)/3842 weeks
17411.78565 -1.10117 (174*2π)/3842 weeks
17513.39727 1.56041 (175*2π)/3842 weeks
17610.571 4.83741 (176*2π)/3842 weeks
1777.33771 3.79534 (177*2π)/3842 weeks
1789.35201 1.45652 (178*2π)/3842 weeks
1799.33654 5.81811 (179*2π)/3842 weeks
1804.81292 6.37713 (180*2π)/3842 weeks
1811.82889 3.41119 (181*2π)/3842 weeks
1821.18953 1.25125 (182*2π)/3842 weeks
183-.00493 -2.22025 (183*2π)/3842 weeks
1844.04608 -5.89638 (184*2π)/3842 weeks
1856.12519 -3.49395 (185*2π)/3842 weeks
1862.83595 -5.16466 (186*2π)/3842 weeks
1876.1135 -9.74471 (187*2π)/3842 weeks
18812.29182 -10.26865 (188*2π)/3842 weeks
18916.2429 -5.66613 (189*2π)/3842 weeks
19013.26972 -1.93989 (190*2π)/3842 weeks
19114.61328 -4.31078 (191*2π)/3842 weeks
19218.53215   (192*2π)/3842 weeks
19314.61328 4.31078 (193*2π)/3842 weeks
19413.26972 1.93989 (194*2π)/3842 weeks
19516.2429 5.66613 (195*2π)/3842 weeks
19612.29182 10.26865 (196*2π)/3842 weeks
1976.1135 9.74471 (197*2π)/3842 weeks
1982.83595 5.16466 (198*2π)/3842 weeks
1996.12519 3.49395 (199*2π)/3842 weeks
2004.04608 5.89638 (200*2π)/3842 weeks
201-.00493 2.22025 (201*2π)/3842 weeks
2021.18953 -1.25125 (202*2π)/3842 weeks
2031.82889 -3.41119 (203*2π)/3842 weeks
2044.81292 -6.37713 (204*2π)/3842 weeks
2059.33654 -5.81811 (205*2π)/3842 weeks
2069.35201 -1.45652 (206*2π)/3842 weeks
2077.33771 -3.79534 (207*2π)/3842 weeks
20810.571 -4.83741 (208*2π)/3842 weeks
20913.39727 -1.56041 (209*2π)/3842 weeks
21011.78565 1.10117 (210*2π)/3842 weeks
21111.82882 3.15166 (211*2π)/3842 weeks
2127.1346 4.93961 (212*2π)/3842 weeks
2134.13455 2.01027 (213*2π)/3842 weeks
2144.73326 -1.04827 (214*2π)/3842 weeks
2158.69359 -2.43694 (215*2π)/3842 weeks
2169.24334 4.06601 (216*2π)/3842 weeks
217.89299 4.59326 (217*2π)/3842 weeks
218-.34503 -3.27446 (218*2π)/3842 weeks
2193.8025 -5.55687 (219*2π)/3842 weeks
2206.56009 -4.72223 (220*2π)/3842 weeks
2216.00198 -2.20281 (221*2π)/3842 weeks
2223.89934 -3.10143 (222*2π)/3842 weeks
2234.33945 -6.25787 (223*2π)/3842 weeks
2246.94872 -7.36284 (224*2π)/3842 weeks
2259.81199 -4.57639 (225*2π)/3842 weeks
2266.38243 -1.23099 (226*2π)/3842 weeks
2273.44179 -5.68476 (227*2π)/3842 weeks
2286.14919 -8.76495 (228*2π)/3842 weeks
2299.67129 -9.38874 (229*2π)/3842 weeks
23012.63805 -6.6683 (230*2π)/3842 weeks
23112.8235 -3.72146 (231*2π)/3842 weeks
23210.74754 -2.50907 (232*2π)/3842 weeks
2339.24633 -1.79648 (233*2π)/3842 weeks
2346.74259 -3.63725 (234*2π)/3842 weeks
2359.73109 -8.22807 (235*2π)/3842 weeks
23614.18253 -5.77446 (236*2π)/3842 weeks
23714.31181 -.96358 (237*2π)/3842 weeks
23810.4534 .53336 (238*2π)/3842 weeks
2399.18235 -2.42523 (239*2π)/3842 weeks
24011.02287 -3.26553 (240*2π)/3842 weeks
24114.9133 -2.23339 (241*2π)/3842 weeks
24214.84776 6.69491 (242*2π)/3842 weeks
2432.98993 9.08886 (243*2π)/3842 weeks
244-1.75774 -1.85191 (244*2π)/3842 weeks
2455.05058 -6.44395 (245*2π)/3842 weeks
2469.9365 -2.80961 (246*2π)/3842 weeks
2476.47135 2.88884 (247*2π)/3842 weeks
248-1.36103 -.33189 (248*2π)/3842 weeks
249-.46524 -8.189 (249*2π)/3842 weeks
2506.12387 -10.83121 (250*2π)/3842 weeks
25110.11563 -6.55212 (251*2π)/3842 weeks
2527.78925 -1.96394 (252*2π)/3842 weeks
2531.97975 -2.77622 (253*2π)/3842 weeks
2542.2148 -9.8466 (254*2π)/3842 weeks
2558.19039 -9.8792 (255*2π)/3842 weeks
2567.6288 -6.15991 (256*2π)/3842 weeks
2576.86224 -7.27616 (257*2π)/3841 weeks
2586.92424 -6.87761 (258*2π)/3841 weeks
2595.95124 -7.08964 (259*2π)/3841 weeks
2605.16983 -9.64106 (260*2π)/3841 weeks
2617.8345 -11.22442 (261*2π)/3841 weeks
26210.3399 -10.68649 (262*2π)/3841 weeks
26311.24355 -9.65042 (263*2π)/3841 weeks
26412.02708 -9.04369 (264*2π)/3841 weeks
26513.99027 -7.6554 (265*2π)/3841 weeks
26614.37782 -5.23721 (266*2π)/3841 weeks
26714.04383 -2.60559 (267*2π)/3841 weeks
26812.46235 .61698 (268*2π)/3841 weeks
2696.29981 2.16039 (269*2π)/3841 weeks
2703.80457 -2.93266 (270*2π)/3841 weeks
2714.49561 -2.83443 (271*2π)/3841 weeks
272.70758 -3.49325 (272*2π)/3841 weeks
273-.41014 -11.02975 (273*2π)/3841 weeks
2746.23297 -14.26852 (274*2π)/3841 weeks
2758.9377 -9.82899 (275*2π)/3841 weeks
2767.3721 -7.54567 (276*2π)/3841 weeks
2772.7296 -8.73119 (277*2π)/3841 weeks
2782.47331 -16.53859 (278*2π)/3841 weeks
27911.29375 -20.38531 (279*2π)/3841 weeks
28017.71634 -12.4547 (280*2π)/3841 weeks
28111.44079 -6.97415 (281*2π)/3841 weeks
2827.94269 -12.1027 (282*2π)/3841 weeks
28313.06367 -16.35941 (283*2π)/3841 weeks
28418.54147 -12.98994 (284*2π)/3841 weeks
28517.97834 -5.16655 (285*2π)/3841 weeks
28611.29829 -3.73683 (286*2π)/3841 weeks
2878.3067 -9.47413 (287*2π)/3841 weeks
28813.49978 -13.35763 (288*2π)/3841 weeks
28918.22068 -10.78288 (289*2π)/3841 weeks
29018.10359 -3.81881 (290*2π)/3841 weeks
29113.82861 -2.06922 (291*2π)/3841 weeks
29211.57769 -4.31388 (292*2π)/3841 weeks
29311.43862 -5.41178 (293*2π)/3841 weeks
29412.46307 -4.87134 (294*2π)/3841 weeks
29510.43767 -4.26848 (295*2π)/3841 weeks
29612.75862 -6.11803 (296*2π)/3841 weeks
29714.9492 -2.3792 (297*2π)/3841 weeks
29810.77755 -.3015 (298*2π)/3841 weeks
29910.51046 .91366 (299*2π)/3841 weeks
3004.46047 1.89159 (300*2π)/3841 weeks
3013.09638 -2.68934 (301*2π)/3841 weeks
3025.25712 -3.50069 (302*2π)/3841 weeks
3032.88613 -.87559 (303*2π)/3841 weeks
304-3.36303 -2.71237 (304*2π)/3841 weeks
305-4.87388 -10.05934 (305*2π)/3841 weeks
306-2.90329 -14.6775 (306*2π)/3841 weeks
3072.56867 -18.97179 (307*2π)/3841 weeks
3086.62842 -18.79341 (308*2π)/3841 weeks
3099.66217 -16.594 (309*2π)/3841 weeks
31013.41173 -12.67441 (310*2π)/3841 weeks
3118.91299 -9.35348 (311*2π)/3841 weeks
3128.47656 -11.28479 (312*2π)/3841 weeks
3138.4713 -10.64478 (313*2π)/3841 weeks
3147.15154 -8.51492 (314*2π)/3841 weeks
3155.52704 -8.78823 (315*2π)/3841 weeks
316.59266 -10.93104 (316*2π)/3841 weeks
3172.84438 -18.965 (317*2π)/3841 weeks
31811.92173 -15.97499 (318*2π)/3841 weeks
3197.87649 -8.09688 (319*2π)/3841 weeks
3202.00883 -10.52237 (320*2π)/3841 weeks
3212.65756 -13.16282 (321*2π)/3841 weeks
3221.32445 -12.90666 (322*2π)/3841 weeks
3231.19169 -17.46398 (323*2π)/3841 weeks
3243.24585 -15.1414 (324*2π)/3841 weeks
325-4.68984 -14.43165 (325*2π)/3841 weeks
326-4.88382 -27.20633 (326*2π)/3841 weeks
3278.22298 -27.44364 (327*2π)/3841 weeks
3285.40351 -16.78148 (328*2π)/3841 weeks
329-6.28614 -21.68625 (329*2π)/3841 weeks
330-4.32796 -36.33541 (330*2π)/3841 weeks
33110.4047 -40.95288 (331*2π)/3841 weeks
33217.15739 -34.00032 (332*2π)/3841 weeks
33317.47592 -27.8512 (333*2π)/3841 weeks
33415.74961 -25.93114 (334*2π)/3841 weeks
33511.28956 -28.60891 (335*2π)/3841 weeks
33618.94379 -37.1617 (336*2π)/3841 weeks
33730.91795 -28.12846 (337*2π)/3841 weeks
33825.1136 -16.40527 (338*2π)/3841 weeks
33918.78932 -14.3149 (339*2π)/3841 weeks
34012.43194 -19.64639 (340*2π)/3841 weeks
34116.94221 -23.09766 (341*2π)/3841 weeks
34218.41477 -20.87996 (342*2π)/3841 weeks
34318.2267 -17.68924 (343*2π)/3841 weeks
34410.44422 -11.70824 (344*2π)/3841 weeks
345-1.80568 -24.93362 (345*2π)/3841 weeks
3466.54073 -38.07509 (346*2π)/3841 weeks
34719.75295 -38.8909 (347*2π)/3841 weeks
34824.45905 -30.36726 (348*2π)/3841 weeks
34922.61979 -28.9459 (349*2π)/3841 weeks
35026.01049 -26.16776 (350*2π)/3841 weeks
35116.28048 -19.22162 (351*2π)/3841 weeks
35213.71211 -31.16841 (352*2π)/3841 weeks
35322.16062 -36.74849 (353*2π)/3841 weeks
35434.37792 -29.01234 (354*2π)/3841 weeks
35533.08918 -16.98743 (355*2π)/3841 weeks
35618.55879 -8.51198 (356*2π)/3841 weeks
3579.93156 -17.58036 (357*2π)/3841 weeks
35814.95098 -22.79391 (358*2π)/3841 weeks
35913.67347 -14.17246 (359*2π)/3841 weeks
360-.47581 -13.48674 (360*2π)/3841 weeks
361-13.36563 -28.84617 (361*2π)/3841 weeks
362-8.46369 -47.80978 (362*2π)/3841 weeks
3635.58206 -51.91941 (363*2π)/3841 weeks
36417.28469 -49.66615 (364*2π)/3841 weeks
3658.4051 -34.54034 (365*2π)/3841 weeks
366-12.88341 -63.26094 (366*2π)/3841 weeks
36722.58305 -84.6007 (367*2π)/3841 weeks
36844.13652 -53.83861 (368*2π)/3841 weeks
36926.27156 -50.88129 (369*2π)/3841 weeks
37033.42896 -55.29893 (370*2π)/3841 weeks
37129.68128 -37.09699 (371*2π)/3841 weeks
3725.44493 -44.94605 (372*2π)/3841 weeks
37313.22877 -65.84637 (373*2π)/3841 weeks
37416.4054 -54.74879 (374*2π)/3841 weeks
375-16.46976 -47.87212 (375*2π)/3841 weeks
376-61.13474 -85.33439 (376*2π)/3841 weeks
377-71.69265 -186.192 (377*2π)/3841 weeks
37822.00962 -254.5531 (378*2π)/3841 weeks
37991.44447 -231.533 (379*2π)/3841 weeks
380104.5897 -243.4285 (380*2π)/3841 weeks
381147.8921 -276.5104 (381*2π)/3841 weeks
382175.5806 -328.8569 (382*2π)/3841 weeks



Back to list of Stocks