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# Fourier Analysis of DKAM (DRINKS AMERICAS HLDG)

DKAM (DRINKS AMERICAS HLDG) appears to have interesting cyclic behaviour every 80 weeks (901.267*sine), 73 weeks (859.9518*sine), and 80 weeks (716.1415*cosine).

DKAM (DRINKS AMERICAS HLDG) has an average price of 1,294.56 (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 6/29/1998 to 10/17/2016 for DKAM (DRINKS AMERICAS HLDG), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
01,294.561   0
12,183.203 802.0721 (1*2π)/798798 weeks
21,635.983 1,042.958 (2*2π)/798399 weeks
31,138.175 1,072.633 (3*2π)/798266 weeks
4781.5399 783.2585 (4*2π)/798200 weeks
5811.0224 479.8456 (5*2π)/798160 weeks
6959.7639 420.1545 (6*2π)/798133 weeks
71,078.807 480.4733 (7*2π)/798114 weeks
81,126.269 697.8262 (8*2π)/798100 weeks
9933.7495 893.653 (9*2π)/79889 weeks
10716.1415 901.267 (10*2π)/79880 weeks
11545.1193 859.9518 (11*2π)/79873 weeks
12396.2189 726.2263 (12*2π)/79867 weeks
13397.1006 563.3694 (13*2π)/79861 weeks
14447.7885 507.5694 (14*2π)/79857 weeks
15477.8052 479.7643 (15*2π)/79853 weeks
16510.5237 488.8673 (16*2π)/79850 weeks
17496.5113 506.2101 (17*2π)/79847 weeks
18499.6769 485.8433 (18*2π)/79844 weeks
19536.4048 517.9205 (19*2π)/79842 weeks
20504.9331 581.0927 (20*2π)/79840 weeks
21454.6761 595.2281 (21*2π)/79838 weeks
22413.6412 614.5655 (22*2π)/79836 weeks
23333.9898 613.0203 (23*2π)/79835 weeks
24280.2505 543.1077 (24*2π)/79833 weeks
25297.8168 477.0567 (25*2π)/79832 weeks
26351.2401 452.2631 (26*2π)/79831 weeks
27413.8686 497.1671 (27*2π)/79830 weeks
28398.5741 600.0894 (28*2π)/79829 weeks
29305.8507 647.84 (29*2π)/79828 weeks
30224.8585 642.5801 (30*2π)/79827 weeks
31144.391 610.0106 (31*2π)/79826 weeks
32102.0696 534.1501 (32*2π)/79825 weeks
33109.9197 477.2401 (33*2π)/79824 weeks
34125.7991 441.9467 (34*2π)/79823 weeks
35162.5299 426.0387 (35*2π)/79823 weeks
36184.7106 464.1365 (36*2π)/79822 weeks
37146.5961 495.819 (37*2π)/79822 weeks
38109.5545 490.8904 (38*2π)/79821 weeks
3968.79092 484.0978 (39*2π)/79820 weeks
4032.55769 438.0085 (40*2π)/79820 weeks
4147.98028 399.332 (41*2π)/79819 weeks
4256.55652 399.9624 (42*2π)/79819 weeks
4348.86883 401.0363 (43*2π)/79819 weeks
4426.55187 407.4976 (44*2π)/79818 weeks
45-16.36151 383.2345 (45*2π)/79818 weeks
46-22.6606 331.6435 (46*2π)/79817 weeks
47-3.56035 304.6908 (47*2π)/79817 weeks
4815.53992 293.441 (48*2π)/79817 weeks
4933.13581 306.3455 (49*2π)/79816 weeks
5015.15132 334.2846 (50*2π)/79816 weeks
51-34.01605 332.4466 (51*2π)/79816 weeks
52-74.56611 292.7267 (52*2π)/79815 weeks
53-88.56567 233.6623 (53*2π)/79815 weeks
54-64.40546 175.5887 (54*2π)/79815 weeks
55-17.8026 153.7835 (55*2π)/79815 weeks
5610.28611 159.0092 (56*2π)/79814 weeks
5727.1662 165.27 (57*2π)/79814 weeks
5833.18702 181.3847 (58*2π)/79814 weeks
5916.35642 189.9073 (59*2π)/79814 weeks
60-3.49965 174.2229 (60*2π)/79813 weeks
61-9.407 144.3643 (61*2π)/79813 weeks
625.27215 110.8899 (62*2π)/79813 weeks
6339.58654 95.43907 (63*2π)/79813 weeks
6465.15629 104.9061 (64*2π)/79812 weeks
6572.7405 114.116 (65*2π)/79812 weeks
6678.89917 116.21 (66*2π)/79812 weeks
6783.97505 119.5492 (67*2π)/79812 weeks
6889.05785 117.6053 (68*2π)/79812 weeks
6999.2356 120.9273 (69*2π)/79812 weeks
70102.5627 125.6585 (70*2π)/79811 weeks
71109.0201 127.895 (71*2π)/79811 weeks
72112.7637 134.5987 (72*2π)/79811 weeks
73116.9418 137.0535 (73*2π)/79811 weeks
74123.8242 147.0344 (74*2π)/79811 weeks
75122.3425 159.2743 (75*2π)/79811 weeks
76117.7343 169.5196 (76*2π)/79811 weeks
77108.1609 178.9102 (77*2π)/79810 weeks
7895.00738 181.996 (78*2π)/79810 weeks
7982.75991 181.497 (79*2π)/79810 weeks
8067.04753 173.7123 (80*2π)/79810 weeks
8164.39423 155.3304 (81*2π)/79810 weeks
8271.4397 148.571 (82*2π)/79810 weeks
8373.90652 145.3682 (83*2π)/79810 weeks
8477.49118 140.805 (84*2π)/79810 weeks
8586.88599 138.4324 (85*2π)/7989 weeks
8699.01785 148.0204 (86*2π)/7989 weeks
8797.20598 172.4436 (87*2π)/7989 weeks
8868.83128 187.3666 (88*2π)/7989 weeks
8938.74564 175.9357 (89*2π)/7989 weeks
9019.38618 149.5974 (90*2π)/7989 weeks
9119.89721 111.9459 (91*2π)/7989 weeks
9245.91479 83.74975 (92*2π)/7989 weeks
9381.28336 78.5296 (93*2π)/7989 weeks
94113.3615 92.96366 (94*2π)/7988 weeks
95132.5523 130.4505 (95*2π)/7988 weeks
96114.6507 173.6246 (96*2π)/7988 weeks
9772.41875 189.5797 (97*2π)/7988 weeks
9830.40546 174.0539 (98*2π)/7988 weeks
9910.40528 133.2259 (99*2π)/7988 weeks
10024.06962 93.71638 (100*2π)/7988 weeks
10154.96925 76.77412 (101*2π)/7988 weeks
10284.58929 80.93024 (102*2π)/7988 weeks
103105.2724 103.0469 (103*2π)/7988 weeks
10499.79401 134.3264 (104*2π)/7988 weeks
10573.46191 144.4822 (105*2π)/7988 weeks
10653.73862 135.0036 (106*2π)/7988 weeks
10742.09431 115.4108 (107*2π)/7987 weeks
10850.44402 89.81345 (108*2π)/7987 weeks
10974.73917 82.4704 (109*2π)/7987 weeks
11090.01596 92.37453 (110*2π)/7987 weeks
11195.37869 102.8736 (111*2π)/7987 weeks
11294.51256 111.1612 (112*2π)/7987 weeks
11395.86395 112.633 (113*2π)/7987 weeks
114103.374 121.3994 (114*2π)/7987 weeks
115101.2018 139.3006 (115*2π)/7987 weeks
11685.46085 150.5647 (116*2π)/7987 weeks
11771.04637 148.4723 (117*2π)/7987 weeks
11865.06134 143.8648 (118*2π)/7987 weeks
11962.8343 144.8054 (119*2π)/7987 weeks
12053.66043 148.5283 (120*2π)/7987 weeks
12143.33334 145.2426 (121*2π)/7987 weeks
12236.21366 142.8378 (122*2π)/7987 weeks
12324.67339 141.1322 (123*2π)/7986 weeks
1248.78511 132.2141 (124*2π)/7986 weeks
125-3.07817 112.3124 (125*2π)/7986 weeks
126-2.38236 86.53808 (126*2π)/7986 weeks
12713.66509 67.06863 (127*2π)/7986 weeks
12831.24942 63.1215 (128*2π)/7986 weeks
12943.10408 63.72254 (129*2π)/7986 weeks
13052.51721 68.23499 (130*2π)/7986 weeks
13157.2522 74.72858 (131*2π)/7986 weeks
13256.79257 82.53954 (132*2π)/7986 weeks
13349.31868 85.98067 (133*2π)/7986 weeks
13441.25741 80.74082 (134*2π)/7986 weeks
13539.46565 68.91135 (135*2π)/7986 weeks
13647.16596 57.11669 (136*2π)/7986 weeks
13763.30059 52.72106 (137*2π)/7986 weeks
13878.50977 62.63672 (138*2π)/7986 weeks
13979.73413 79.65326 (139*2π)/7986 weeks
14069.47218 88.48878 (140*2π)/7986 weeks
14159.24181 87.92097 (141*2π)/7986 weeks
14252.23469 81.30676 (142*2π)/7986 weeks
14351.72419 71.80396 (143*2π)/7986 weeks
14456.90519 62.77993 (144*2π)/7986 weeks
14571.5733 57.95144 (145*2π)/7986 weeks
14687.09314 70.04592 (146*2π)/7985 weeks
14786.86751 90.0379 (147*2π)/7985 weeks
14873.89333 103.5927 (148*2π)/7985 weeks
14955.96672 106.6809 (149*2π)/7985 weeks
15040.40326 98.41585 (150*2π)/7985 weeks
15133.72141 85.94339 (151*2π)/7985 weeks
15230.44006 73.95329 (152*2π)/7985 weeks
15333.81441 58.18588 (153*2π)/7985 weeks
15447.43406 50.43845 (154*2π)/7985 weeks
15556.48051 52.32629 (155*2π)/7985 weeks
15663.15122 53.86296 (156*2π)/7985 weeks
15767.28322 60.66133 (157*2π)/7985 weeks
15865.26578 63.01562 (158*2π)/7985 weeks
15967.85241 65.56982 (159*2π)/7985 weeks
16063.46724 71.03852 (160*2π)/7985 weeks
16158.3505 67.38934 (161*2π)/7985 weeks
16260.3178 64.98943 (162*2π)/7985 weeks
16360.43447 66.55196 (163*2π)/7985 weeks
16458.69302 68.55656 (164*2π)/7985 weeks
16551.17024 70.95873 (165*2π)/7985 weeks
16639.38858 62.17635 (166*2π)/7985 weeks
16738.35955 44.90137 (167*2π)/7985 weeks
16847.2285 29.81831 (168*2π)/7985 weeks
16964.92439 19.98768 (169*2π)/7985 weeks
17087.02856 24.75624 (170*2π)/7985 weeks
17196.78777 41.15844 (171*2π)/7985 weeks
17296.66048 52.91691 (172*2π)/7985 weeks
17393.35503 63.26485 (173*2π)/7985 weeks
17484.02238 67.32568 (174*2π)/7985 weeks
17577.90616 63.57362 (175*2π)/7985 weeks
17676.58574 56.39436 (176*2π)/7985 weeks
17784.35208 48.03839 (177*2π)/7985 weeks
178100.499 50.49562 (178*2π)/7984 weeks
179109.2232 65.54778 (179*2π)/7984 weeks
180107.0725 80.46112 (180*2π)/7984 weeks
18199.68678 90.60645 (181*2π)/7984 weeks
18290.41302 96.1973 (182*2π)/7984 weeks
18381.77195 96.97334 (183*2π)/7984 weeks
18475.82564 96.05162 (184*2π)/7984 weeks
18570.92337 93.38072 (185*2π)/7984 weeks
18671.41242 90.64806 (186*2π)/7984 weeks
18771.11888 94.14071 (187*2π)/7984 weeks
18867.08075 95.2277 (188*2π)/7984 weeks
18965.85377 96.45779 (189*2π)/7984 weeks
19062.48119 99.75054 (190*2π)/7984 weeks
19158.40572 102.6725 (191*2π)/7984 weeks
19251.35904 107.3082 (192*2π)/7984 weeks
19338.78515 108.6388 (193*2π)/7984 weeks
19426.1753 101.7366 (194*2π)/7984 weeks
19519.37532 91.16077 (195*2π)/7984 weeks
19617.32054 80.48914 (196*2π)/7984 weeks
19718.98512 72.09922 (197*2π)/7984 weeks
19821.98216 67.48436 (198*2π)/7984 weeks
19922.17422 65.52368 (199*2π)/7984 weeks
20020.31018 61.24325 (200*2π)/7984 weeks
20119.57167 55.4031 (201*2π)/7984 weeks
20220.93227 47.24954 (202*2π)/7984 weeks
20327.25343 42.51444 (203*2π)/7984 weeks
20429.83286 40.24181 (204*2π)/7984 weeks
20535.93856 35.32064 (205*2π)/7984 weeks
20644.10965 38.20693 (206*2π)/7984 weeks
20744.79071 43.89477 (207*2π)/7984 weeks
20841.43303 46.00413 (208*2π)/7984 weeks
20937.14483 44.26236 (209*2π)/7984 weeks
21033.52009 38.17597 (210*2π)/7984 weeks
21134.95137 27.81532 (211*2π)/7984 weeks
21244.53251 18.59048 (212*2π)/7984 weeks
21359.74573 16.92627 (213*2π)/7984 weeks
21474.39109 26.48996 (214*2π)/7984 weeks
21576.3485 44.5316 (215*2π)/7984 weeks
21665.53413 53.63422 (216*2π)/7984 weeks
21757.02495 52.70273 (217*2π)/7984 weeks
21852.11168 47.97469 (218*2π)/7984 weeks
21953.97216 42.21648 (219*2π)/7984 weeks
22057.85804 42.26976 (220*2π)/7984 weeks
22158.15499 42.92342 (221*2π)/7984 weeks
22261.00911 40.8651 (222*2π)/7984 weeks
22366.74377 43.8565 (223*2π)/7984 weeks
22469.11672 49.79827 (224*2π)/7984 weeks
22570.32643 58.10345 (225*2π)/7984 weeks
22663.49189 70.45752 (226*2π)/7984 weeks
22745.81923 73.60295 (227*2π)/7984 weeks
22832.74486 62.71576 (228*2π)/7984 weeks
22929.07902 48.70916 (229*2π)/7983 weeks
23034.99043 33.62678 (230*2π)/7983 weeks
23151.02967 28.51952 (231*2π)/7983 weeks
23263.91476 35.82154 (232*2π)/7983 weeks
23370.24415 48.36353 (233*2π)/7983 weeks
23467.61142 65.6315 (234*2π)/7983 weeks
23551.75019 76.65366 (235*2π)/7983 weeks
23635.72287 75.67142 (236*2π)/7983 weeks
23722.17331 70.80703 (237*2π)/7983 weeks
2389.82993 58.72263 (238*2π)/7983 weeks
2396.19131 42.22429 (239*2π)/7983 weeks
2408.94337 27.01285 (240*2π)/7983 weeks
24119.5663 12.94326 (241*2π)/7983 weeks
24238.00959 10.93972 (242*2π)/7983 weeks
24346.45209 21.48789 (243*2π)/7983 weeks
24446.02286 27.29644 (244*2π)/7983 weeks
24546.18785 32.98589 (245*2π)/7983 weeks
24640.26403 38.98262 (246*2π)/7983 weeks
24730.67888 40.30543 (247*2π)/7983 weeks
24818.30801 35.66399 (248*2π)/7983 weeks
2497.70408 20.21234 (249*2π)/7983 weeks
25010.38949 -2.46935 (250*2π)/7983 weeks
25126.1054 -18.53019 (251*2π)/7983 weeks
25246.93831 -24.52975 (252*2π)/7983 weeks
25367.35903 -18.08179 (253*2π)/7983 weeks
25477.61884 -4.25333 (254*2π)/7983 weeks
25581.11438 7.7107 (255*2π)/7983 weeks
25680.92963 19.72699 (256*2π)/7983 weeks
25775.1713 29.65336 (257*2π)/7983 weeks
25866.99612 35.60435 (258*2π)/7983 weeks
25955.26496 37.9271 (259*2π)/7983 weeks
26043.10966 30.39148 (260*2π)/7983 weeks
26140.64372 16.35491 (261*2π)/7983 weeks
26247.29959 6.23504 (262*2π)/7983 weeks
26356.86412 2.13594 (263*2π)/7983 weeks
26466.77874 4.66595 (264*2π)/7983 weeks
26570.26627 13.0345 (265*2π)/7983 weeks
26666.25492 18.01931 (266*2π)/7983 weeks
26760.45421 17.70453 (267*2π)/7983 weeks
26855.07808 10.16462 (268*2π)/7983 weeks
26959.24655 -3.62225 (269*2π)/7983 weeks
27074.68316 -11.27966 (270*2π)/7983 weeks
27192.14985 -9.72118 (271*2π)/7983 weeks
272110.8011 .01429 (272*2π)/7983 weeks
273124.3349 23.28238 (273*2π)/7983 weeks
274121.2184 52.78096 (274*2π)/7983 weeks
275101.2037 77.11358 (275*2π)/7983 weeks
27668.04935 84.11874 (276*2π)/7983 weeks
27740.97783 66.98466 (277*2π)/7983 weeks
27833.86306 41.51992 (278*2π)/7983 weeks
27942.00868 20.63846 (279*2π)/7983 weeks
28061.14146 10.50717 (280*2π)/7983 weeks
28180.68491 18.21842 (281*2π)/7983 weeks
28286.38047 35.64796 (282*2π)/7983 weeks
28379.95321 49.80515 (283*2π)/7983 weeks
28467.35073 55.92072 (284*2π)/7983 weeks
28555.84617 52.66913 (285*2π)/7983 weeks
28651.00867 45.81181 (286*2π)/7983 weeks
28749.70774 40.19518 (287*2π)/7983 weeks
28851.24478 35.40831 (288*2π)/7983 weeks
28954.40296 33.63626 (289*2π)/7983 weeks
29057.16259 34.66732 (290*2π)/7983 weeks
29157.22197 37.44613 (291*2π)/7983 weeks
29256.01369 39.15358 (292*2π)/7983 weeks
29353.59754 41.63379 (293*2π)/7983 weeks
29449.34646 43.48153 (294*2π)/7983 weeks
29540.59164 44.39995 (295*2π)/7983 weeks
29629.48506 35.55214 (296*2π)/7983 weeks
29727.6093 19.52063 (297*2π)/7983 weeks
29834.84126 5.07691 (298*2π)/7983 weeks
29950.11404 -5.29269 (299*2π)/7983 weeks
30071.58048 -4.4156 (300*2π)/7983 weeks
30188.57925 10.81597 (301*2π)/7983 weeks
30292.62493 33.3387 (302*2π)/7983 weeks
30381.67258 53.86922 (303*2π)/7983 weeks
30459.84262 61.59866 (304*2π)/7983 weeks
30540.80435 52.16545 (305*2π)/7983 weeks
30635.12818 34.84548 (306*2π)/7983 weeks
30742.71976 20.20926 (307*2π)/7983 weeks
30858.39957 16.43635 (308*2π)/7983 weeks
30972.57401 26.44933 (309*2π)/7983 weeks
31074.13486 46.45874 (310*2π)/7983 weeks
31158.87383 61.25368 (311*2π)/7983 weeks
31239.1596 61.46016 (312*2π)/7983 weeks
31323.791 51.53454 (313*2π)/7983 weeks
31416.30939 34.16744 (314*2π)/7983 weeks
31521.96338 16.79699 (315*2π)/7983 weeks
31634.3616 8.71341 (316*2π)/7983 weeks
31747.08147 7.90858 (317*2π)/7983 weeks
31858.07539 14.88418 (318*2π)/7983 weeks
31960.61624 26.78838 (319*2π)/7983 weeks
32056.58356 35.07737 (320*2π)/7982 weeks
32150.41916 41.30073 (321*2π)/7982 weeks
32240.79408 43.3242 (322*2π)/7982 weeks
32332.41325 41.06163 (323*2π)/7982 weeks
32423.70345 35.43449 (324*2π)/7982 weeks
32519.52701 23.66117 (325*2π)/7982 weeks
32623.42983 12.18681 (326*2π)/7982 weeks
32733.18057 4.98804 (327*2π)/7982 weeks
32846.53993 5.34962 (328*2π)/7982 weeks
32958.13786 17.33108 (329*2π)/7982 weeks
33055.55536 37.75772 (330*2π)/7982 weeks
33136.49675 50.72175 (331*2π)/7982 weeks
33211.78073 47.23829 (332*2π)/7982 weeks
333-6.02108 27.59764 (333*2π)/7982 weeks
334-8.05176 1.22606 (334*2π)/7982 weeks
3355.043 -20.63526 (335*2π)/7982 weeks
33626.84701 -30.67963 (336*2π)/7982 weeks
33749.2892 -26.77612 (337*2π)/7982 weeks
33863.56438 -10.49346 (338*2π)/7982 weeks
33963.03216 8.14232 (339*2π)/7982 weeks
34054.4236 20.13726 (340*2π)/7982 weeks
34140.71137 27.20436 (341*2π)/7982 weeks
34223.03304 23.45774 (342*2π)/7982 weeks
34312.19872 8.43559 (343*2π)/7982 weeks
34411.73962 -9.46903 (344*2π)/7982 weeks
34522.6323 -25.86647 (345*2π)/7982 weeks
34641.83353 -29.55323 (346*2π)/7982 weeks
34754.69906 -20.83234 (347*2π)/7982 weeks
34858.33907 -9.22885 (348*2π)/7982 weeks
34952.60169 .17139 (349*2π)/7982 weeks
35042.95182 -.96619 (350*2π)/7982 weeks
35140.65933 -8.84104 (351*2π)/7982 weeks
35244.36067 -14.10845 (352*2π)/7982 weeks
35349.39462 -16.76641 (353*2π)/7982 weeks
35455.86888 -16.78955 (354*2π)/7982 weeks
35561.32737 -13.18747 (355*2π)/7982 weeks
35665.11878 -7.94429 (356*2π)/7982 weeks
35766.31733 .93781 (357*2π)/7982 weeks
35859.21884 10.28429 (358*2π)/7982 weeks
35945.8776 10.64474 (359*2π)/7982 weeks
36036.64797 1.25899 (360*2π)/7982 weeks
36135.69239 -13.18966 (361*2π)/7982 weeks
36247.69599 -24.56938 (362*2π)/7982 weeks
36363.18204 -21.7816 (363*2π)/7982 weeks
36470.66509 -10.54641 (364*2π)/7982 weeks
36569.10957 2.55178 (365*2π)/7982 weeks
36657.47726 11.46789 (366*2π)/7982 weeks
36742.0647 7.57282 (367*2π)/7982 weeks
36835.46131 -5.77484 (368*2π)/7982 weeks
36938.15294 -18.95531 (369*2π)/7982 weeks
37047.87496 -27.80323 (370*2π)/7982 weeks
37159.32697 -28.84245 (371*2π)/7982 weeks
37267.4381 -25.41603 (372*2π)/7982 weeks
37373.40517 -20.60165 (373*2π)/7982 weeks
37476.95734 -13.56199 (374*2π)/7982 weeks
37576.33922 -6.59936 (375*2π)/7982 weeks
37673.21021 -1.49627 (376*2π)/7982 weeks
37768.07735 .45608 (377*2π)/7982 weeks
37864.28844 -1.69351 (378*2π)/7982 weeks
37964.77856 -4.87403 (379*2π)/7982 weeks
38067.06155 -5.13496 (380*2π)/7982 weeks
38169.40099 -3.68288 (381*2π)/7982 weeks
38269.80922 .89316 (382*2π)/7982 weeks
38365.64711 4.26469 (383*2π)/7982 weeks
38460.61787 3.76182 (384*2π)/7982 weeks
38556.72346 1.08118 (385*2π)/7982 weeks
38653.00113 -4.07405 (386*2π)/7982 weeks
38754.33697 -13.76786 (387*2π)/7982 weeks
38863.03788 -19.34013 (388*2π)/7982 weeks
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773297.8168 -477.0567 (773*2π)/7981 weeks
774280.2505 -543.1077 (774*2π)/7981 weeks
775333.9898 -613.0203 (775*2π)/7981 weeks
776413.6412 -614.5655 (776*2π)/7981 weeks
777454.6761 -595.2281 (777*2π)/7981 weeks
778504.9331 -581.0927 (778*2π)/7981 weeks
779536.4048 -517.9205 (779*2π)/7981 weeks
780499.6769 -485.8433 (780*2π)/7981 weeks
781496.5113 -506.2101 (781*2π)/7981 weeks
782510.5237 -488.8673 (782*2π)/7981 weeks
783477.8052 -479.7643 (783*2π)/7981 weeks
784447.7885 -507.5694 (784*2π)/7981 weeks
785397.1006 -563.3694 (785*2π)/7981 weeks
786396.2189 -726.2263 (786*2π)/7981 weeks
787545.1193 -859.9518 (787*2π)/7981 weeks
788716.1415 -901.267 (788*2π)/7981 weeks
789933.7495 -893.653 (789*2π)/7981 weeks
7901,126.269 -697.8262 (790*2π)/7981 weeks
7911,078.807 -480.4733 (791*2π)/7981 weeks
792959.7639 -420.1545 (792*2π)/7981 weeks
793811.0224 -479.8456 (793*2π)/7981 weeks
794781.5399 -783.2585 (794*2π)/7981 weeks
7951,138.175 -1,072.633 (795*2π)/7981 weeks
7961,635.983 -1,042.958 (796*2π)/7981 weeks

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