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Fourier Analysis of EXMT (Anything Technologies Media)


EXMT (Anything Technologies Media) appears to have interesting cyclic behaviour every 87 weeks (60.6522*sine), 79 weeks (58.6388*sine), and 87 weeks (40.8674*cosine).

EXMT (Anything Technologies Media) has an average price of 100.67 (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 1/3/2000 to 4/23/2018 for EXMT (Anything Technologies Media), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0100.6664   0 
1170.1918 71.25862 (1*2π)/872872 weeks
2112.1477 94.27399 (2*2π)/872436 weeks
371.43814 82.75186 (3*2π)/872291 weeks
451.47632 62.49289 (4*2π)/872218 weeks
549.29627 41.94843 (5*2π)/872174 weeks
661.38754 34.66663 (6*2π)/872145 weeks
768.45997 45.07693 (7*2π)/872125 weeks
861.22815 56.50122 (8*2π)/872109 weeks
950.35148 59.91081 (9*2π)/87297 weeks
1040.8674 60.65221 (10*2π)/87287 weeks
1130.1957 58.63876 (11*2π)/87279 weeks
1222.23733 51.79918 (12*2π)/87273 weeks
1319.26501 45.33963 (13*2π)/87267 weeks
1416.62135 40.97242 (14*2π)/87262 weeks
1514.27413 34.60106 (15*2π)/87258 weeks
1616.7498 28.12023 (16*2π)/87255 weeks
1721.30696 26.66362 (17*2π)/87251 weeks
1823.41297 28.09294 (18*2π)/87248 weeks
1924.2576 30.2122 (19*2π)/87246 weeks
2022.77713 34.1314 (20*2π)/87244 weeks
2116.88668 36.21386 (21*2π)/87242 weeks
2211.02654 33.16364 (22*2π)/87240 weeks
238.87481 28.61179 (23*2π)/87238 weeks
248.20338 25.342 (24*2π)/87236 weeks
257.82442 22.05415 (25*2π)/87235 weeks
269.10593 18.77283 (26*2π)/87234 weeks
2711.87564 17.60669 (27*2π)/87232 weeks
2813.50424 19.17715 (28*2π)/87231 weeks
2912.34651 21.09844 (29*2π)/87230 weeks
3010.09125 21.40616 (30*2π)/87229 weeks
317.91246 21.38446 (31*2π)/87228 weeks
324.06797 20.88249 (32*2π)/87227 weeks
33-.46365 16.93051 (33*2π)/87226 weeks
34-1.58799 10.27742 (34*2π)/87226 weeks
35.95102 5.07183 (35*2π)/87225 weeks
364.1626 2.47282 (36*2π)/87224 weeks
376.82164 1.15896 (37*2π)/87224 weeks
388.9006 .59444 (38*2π)/87223 weeks
3910.13081 .19121 (39*2π)/87222 weeks
4010.96248 -.89952 (40*2π)/87222 weeks
4112.56458 -2.66616 (41*2π)/87221 weeks
4215.52973 -3.96557 (42*2π)/87221 weeks
4319.21799 -3.46111 (43*2π)/87220 weeks
4421.73127 -.74392 (44*2π)/87220 weeks
4521.24376 2.28029 (45*2π)/87219 weeks
4619.12874 2.54394 (46*2π)/87219 weeks
4718.9368 .73789 (47*2π)/87219 weeks
4820.35228 -.01737 (48*2π)/87218 weeks
4921.23957 -.26405 (49*2π)/87218 weeks
5022.97083 -1.09831 (50*2π)/87217 weeks
5125.91685 -.06397 (51*2π)/87217 weeks
5226.77319 2.94038 (52*2π)/87217 weeks
5325.40032 4.36542 (53*2π)/87216 weeks
5424.87644 4.05937 (54*2π)/87216 weeks
5525.07734 4.09199 (55*2π)/87216 weeks
5625.11771 3.75024 (56*2π)/87216 weeks
5726.38235 3.1545 (57*2π)/87215 weeks
5828.12185 4.12151 (58*2π)/87215 weeks
5928.52638 5.62873 (59*2π)/87215 weeks
6028.76722 6.26752 (60*2π)/87215 weeks
6129.6095 7.47797 (61*2π)/87214 weeks
6229.26691 9.32649 (62*2π)/87214 weeks
6328.18832 9.83102 (63*2π)/87214 weeks
6428.30415 9.65538 (64*2π)/87214 weeks
6528.92711 10.45808 (65*2π)/87213 weeks
6628.85374 11.608 (66*2π)/87213 weeks
6728.57163 12.39788 (67*2π)/87213 weeks
6828.50519 13.12025 (68*2π)/87213 weeks
6928.51724 14.24269 (69*2π)/87213 weeks
7027.86642 15.78621 (70*2π)/87212 weeks
7126.31904 16.66437 (71*2π)/87212 weeks
7225.17576 16.48774 (72*2π)/87212 weeks
7324.78957 16.51856 (73*2π)/87212 weeks
7424.10029 16.8113 (74*2π)/87212 weeks
7523.57088 16.54227 (75*2π)/87212 weeks
7623.85005 16.71883 (76*2π)/87211 weeks
7723.53638 17.95117 (77*2π)/87211 weeks
7821.94072 18.70123 (78*2π)/87211 weeks
7920.42174 18.19045 (79*2π)/87211 weeks
8019.72666 17.36333 (80*2π)/87211 weeks
8119.28416 16.74566 (81*2π)/87211 weeks
8218.90587 15.80837 (82*2π)/87211 weeks
8319.42015 14.56513 (83*2π)/87211 weeks
8421.01259 14.22222 (84*2π)/87210 weeks
8522.35005 15.49352 (85*2π)/87210 weeks
8622.24789 17.41578 (86*2π)/87210 weeks
8720.859 18.69636 (87*2π)/87210 weeks
8819.15063 18.6257 (88*2π)/87210 weeks
8918.37945 17.55231 (89*2π)/87210 weeks
9018.79119 16.81827 (90*2π)/87210 weeks
9119.37666 16.9394 (91*2π)/87210 weeks
9219.78636 17.46742 (92*2π)/8729 weeks
9319.95399 18.55124 (93*2π)/8729 weeks
9419.13699 19.87792 (94*2π)/8729 weeks
9517.5912 20.27784 (95*2π)/8729 weeks
9616.61042 19.75315 (96*2π)/8729 weeks
9716.4896 19.51757 (97*2π)/8729 weeks
9816.14461 20.09439 (98*2π)/8729 weeks
9914.87136 20.54416 (99*2π)/8729 weeks
10013.43904 20.03164 (100*2π)/8729 weeks
10112.59207 19.15311 (101*2π)/8729 weeks
10211.79437 18.20952 (102*2π)/8729 weeks
10311.39093 16.4047 (103*2π)/8728 weeks
10412.83173 14.57143 (104*2π)/8728 weeks
10515.28668 14.94977 (105*2π)/8728 weeks
10616.01426 17.24017 (106*2π)/8728 weeks
10714.58518 18.77454 (107*2π)/8728 weeks
10813.06213 18.62909 (108*2π)/8728 weeks
10912.41956 18.09012 (109*2π)/8728 weeks
11011.89459 17.80941 (110*2π)/8728 weeks
11111.27592 17.13339 (111*2π)/8728 weeks
11211.38182 16.13631 (112*2π)/8728 weeks
11312.09865 15.80352 (113*2π)/8728 weeks
11412.48089 16.09876 (114*2π)/8728 weeks
11512.5734 16.33397 (115*2π)/8728 weeks
11612.77265 16.745 (116*2π)/8728 weeks
11712.55579 17.6317 (117*2π)/8727 weeks
11811.45 18.2844 (118*2π)/8727 weeks
11910.08995 17.91751 (119*2π)/8727 weeks
1209.48703 16.87418 (120*2π)/8727 weeks
1219.57789 16.12455 (121*2π)/8727 weeks
1229.66775 15.64574 (122*2π)/8727 weeks
12310.07339 14.99312 (123*2π)/8727 weeks
12411.28026 15.01422 (124*2π)/8727 weeks
12511.97319 16.597 (125*2π)/8727 weeks
12610.65076 18.3624 (126*2π)/8727 weeks
1278.20728 18.27102 (127*2π)/8727 weeks
1286.85045 16.35845 (128*2π)/8727 weeks
1297.40256 14.48829 (129*2π)/8727 weeks
1308.72025 13.97503 (130*2π)/8727 weeks
1319.51793 14.43856 (131*2π)/8727 weeks
1329.69749 14.97889 (132*2π)/8727 weeks
1339.75964 15.45622 (133*2π)/8727 weeks
1349.57334 16.20329 (134*2π)/8727 weeks
1358.70767 16.77048 (135*2π)/8726 weeks
1367.85201 16.50014 (136*2π)/8726 weeks
1377.85574 16.31335 (137*2π)/8726 weeks
1387.49575 17.19061 (138*2π)/8726 weeks
1395.61781 17.60231 (139*2π)/8726 weeks
1403.89482 16.14756 (140*2π)/8726 weeks
1413.911 14.37715 (141*2π)/8726 weeks
1424.41836 13.81758 (142*2π)/8726 weeks
1434.2183 13.52091 (143*2π)/8726 weeks
1444.06233 12.72369 (144*2π)/8726 weeks
1454.37336 12.06179 (145*2π)/8726 weeks
1464.60991 11.7443 (146*2π)/8726 weeks
1474.76754 11.33654 (147*2π)/8726 weeks
1485.19836 11.10502 (148*2π)/8726 weeks
1495.35889 11.45853 (149*2π)/8726 weeks
1504.56021 11.67553 (150*2π)/8726 weeks
1513.49071 10.66987 (151*2π)/8726 weeks
1523.51794 8.78466 (152*2π)/8726 weeks
1534.88339 7.37178 (153*2π)/8726 weeks
1546.59165 7.20735 (154*2π)/8726 weeks
1557.66701 7.81383 (155*2π)/8726 weeks
1568.24726 8.45221 (156*2π)/8726 weeks
1578.56834 9.31953 (157*2π)/8726 weeks
1588.02208 10.23041 (158*2π)/8726 weeks
1596.87616 10.06147 (159*2π)/8725 weeks
1606.57518 8.82423 (160*2π)/8725 weeks
1617.52159 7.92438 (161*2π)/8725 weeks
1628.65715 8.11354 (162*2π)/8725 weeks
1639.06988 8.78461 (163*2π)/8725 weeks
1649.03878 9.03601 (164*2π)/8725 weeks
1659.41067 9.05083 (165*2π)/8725 weeks
1669.9104 9.69833 (166*2π)/8725 weeks
1679.55026 10.5543 (167*2π)/8725 weeks
1688.88608 10.51072 (168*2π)/8725 weeks
1699.00834 10.26907 (169*2π)/8725 weeks
1709.02525 10.72318 (170*2π)/8725 weeks
1718.27919 10.76913 (171*2π)/8725 weeks
1728.05086 9.86395 (172*2π)/8725 weeks
1738.9128 9.34402 (173*2π)/8725 weeks
1749.66522 9.85556 (174*2π)/8725 weeks
1759.64123 10.51453 (175*2π)/8725 weeks
1769.34421 10.73689 (176*2π)/8725 weeks
1779.13909 10.70712 (177*2π)/8725 weeks
1789.04179 10.44251 (178*2π)/8725 weeks
1799.39377 10.00952 (179*2π)/8725 weeks
18010.26816 9.95305 (180*2π)/8725 weeks
18111.17528 10.62293 (181*2π)/8725 weeks
18211.53647 11.81893 (182*2π)/8725 weeks
18311.1721 12.95363 (183*2π)/8725 weeks
18410.47045 13.56781 (184*2π)/8725 weeks
1859.96899 13.82798 (185*2π)/8725 weeks
1869.56423 14.20524 (186*2π)/8725 weeks
1878.85039 14.49482 (187*2π)/8725 weeks
1888.14282 14.25691 (188*2π)/8725 weeks
1897.98143 13.78881 (189*2π)/8725 weeks
1908.21726 13.66778 (190*2π)/8725 weeks
1918.36538 13.91243 (191*2π)/8725 weeks
1928.35318 14.17113 (192*2π)/8725 weeks
1938.52268 14.48425 (193*2π)/8725 weeks
1948.65329 15.39286 (194*2π)/8724 weeks
1957.85858 16.60147 (195*2π)/8724 weeks
1966.32627 16.94413 (196*2π)/8724 weeks
1975.2127 16.39641 (197*2π)/8724 weeks
1984.66552 15.76601 (198*2π)/8724 weeks
1994.4075 15.06097 (199*2π)/8724 weeks
2004.8396 14.47702 (200*2π)/8724 weeks
2015.52459 14.90267 (201*2π)/8724 weeks
2025.26274 15.92932 (202*2π)/8724 weeks
2034.26539 16.35873 (203*2π)/8724 weeks
2043.4388 16.22608 (204*2π)/8724 weeks
2052.76397 15.97885 (205*2π)/8724 weeks
2062.24703 15.42832 (206*2π)/8724 weeks
2072.37348 14.89558 (207*2π)/8724 weeks
2082.69516 15.18567 (208*2π)/8724 weeks
2092.15267 15.88203 (209*2π)/8724 weeks
2101.07733 15.78332 (210*2π)/8724 weeks
211.6679 15.18851 (211*2π)/8724 weeks
212.58086 15.16532 (212*2π)/8724 weeks
213-.06026 15.27872 (213*2π)/8724 weeks
214-.71341 14.85248 (214*2π)/8724 weeks
215-.89711 14.51945 (215*2π)/8724 weeks
216-1.28811 14.59112 (216*2π)/8724 weeks
217-2.07125 14.42752 (217*2π)/8724 weeks
218-2.74528 13.93516 (218*2π)/8724 weeks
219-3.32495 13.42188 (219*2π)/8724 weeks
220-3.97281 12.69689 (220*2π)/8724 weeks
221-4.29636 11.61392 (221*2π)/8724 weeks
222-4.04737 10.67417 (222*2π)/8724 weeks
223-3.65941 10.22881 (223*2π)/8724 weeks
224-3.45505 10.05533 (224*2π)/8724 weeks
225-3.42581 10.03995 (225*2π)/8724 weeks
226-3.78887 10.1104 (226*2π)/8724 weeks
227-4.55705 9.74552 (227*2π)/8724 weeks
228-5.09907 8.75522 (228*2π)/8724 weeks
229-5.10274 7.61567 (229*2π)/8724 weeks
230-4.70609 6.55886 (230*2π)/8724 weeks
231-3.82068 5.7717 (231*2π)/8724 weeks
232-2.78055 5.77676 (232*2π)/8724 weeks
233-2.43328 6.26693 (233*2π)/8724 weeks
234-2.52416 6.32806 (234*2π)/8724 weeks
235-2.26963 6.27796 (235*2π)/8724 weeks
236-2.18554 6.77121 (236*2π)/8724 weeks
237-2.91901 7.0719 (237*2π)/8724 weeks
238-3.64856 6.4664 (238*2π)/8724 weeks
239-3.63076 5.67281 (239*2π)/8724 weeks
240-3.39218 5.35467 (240*2π)/8724 weeks
241-3.38321 5.12639 (241*2π)/8724 weeks
242-3.26257 4.8541 (242*2π)/8724 weeks
243-3.22103 4.91977 (243*2π)/8724 weeks
244-3.76238 4.90149 (244*2π)/8724 weeks
245-4.4022 4.14038 (245*2π)/8724 weeks
246-4.40309 2.97043 (246*2π)/8724 weeks
247-3.77784 2.03512 (247*2π)/8724 weeks
248-2.89654 1.66396 (248*2π)/8724 weeks
249-2.28482 1.83535 (249*2π)/8724 weeks
250-2.18698 2.05811 (250*2π)/8723 weeks
251-2.33488 2.01068 (251*2π)/8723 weeks
252-2.53489 1.67116 (252*2π)/8723 weeks
253-2.50702 .96535 (253*2π)/8723 weeks
254-1.89269 .35673 (254*2π)/8723 weeks
255-1.24865 .39669 (255*2π)/8723 weeks
256-1.19278 .52764 (256*2π)/8723 weeks
257-1.26289 .17289 (257*2π)/8723 weeks
258-1.02407 -.41376 (258*2π)/8723 weeks
259-.39481 -1.05322 (259*2π)/8723 weeks
260.78965 -1.2753 (260*2π)/8723 weeks
2611.7797 -.55485 (261*2π)/8723 weeks
2621.77477 .29306 (262*2π)/8723 weeks
2631.47125 .37942 (263*2π)/8723 weeks
2641.64523 .19102 (264*2π)/8723 weeks
2652.02193 .27569 (265*2π)/8723 weeks
2662.31719 .52913 (266*2π)/8723 weeks
2672.51807 .94228 (267*2π)/8723 weeks
2682.34712 1.45365 (268*2π)/8723 weeks
2691.8399 1.50861 (269*2π)/8723 weeks
2701.77468 1.07222 (270*2π)/8723 weeks
2712.26247 1.06165 (271*2π)/8723 weeks
2722.33614 1.65611 (272*2π)/8723 weeks
2731.75323 1.94132 (273*2π)/8723 weeks
2741.22806 1.63518 (274*2π)/8723 weeks
2751.01831 1.09078 (275*2π)/8723 weeks
2761.20515 .44076 (276*2π)/8723 weeks
2771.87133 .12472 (277*2π)/8723 weeks
2782.39986 .45059 (278*2π)/8723 weeks
2792.35127 .82595 (279*2π)/8723 weeks
2802.13246 .80344 (280*2π)/8723 weeks
2812.11945 .52389 (281*2π)/8723 weeks
2822.43033 .25296 (282*2π)/8723 weeks
2832.94323 .29079 (283*2π)/8723 weeks
2843.29867 .66043 (284*2π)/8723 weeks
2853.40417 1.08926 (285*2π)/8723 weeks
2863.3474 1.53371 (286*2π)/8723 weeks
2873.05026 1.93017 (287*2π)/8723 weeks
2882.58424 2.11387 (288*2π)/8723 weeks
2892.06273 2.04094 (289*2π)/8723 weeks
2901.64186 1.61263 (290*2π)/8723 weeks
2911.70974 .98182 (291*2π)/8723 weeks
2922.23557 .75188 (292*2π)/8723 weeks
2932.59785 1.03682 (293*2π)/8723 weeks
2942.64168 1.39428 (294*2π)/8723 weeks
2952.58675 1.82143 (295*2π)/8723 weeks
2962.09261 2.47758 (296*2π)/8723 weeks
297.80179 2.63603 (297*2π)/8723 weeks
298-.37237 1.57215 (298*2π)/8723 weeks
299-.39107 .0536 (299*2π)/8723 weeks
300.33328 -.8577 (300*2π)/8723 weeks
3011.09045 -1.27947 (301*2π)/8723 weeks
3021.95894 -1.35573 (302*2π)/8723 weeks
3032.59343 -.81169 (303*2π)/8723 weeks
3042.47884 -.20224 (304*2π)/8723 weeks
3052.10463 -.12837 (305*2π)/8723 weeks
3061.93498 -.28708 (306*2π)/8723 weeks
3071.83386 -.49651 (307*2π)/8723 weeks
3081.89272 -.77478 (308*2π)/8723 weeks
3092.01648 -.88909 (309*2π)/8723 weeks
3101.9635 -1.07864 (310*2π)/8723 weeks
3112.13634 -1.56251 (311*2π)/8723 weeks
3122.79311 -1.82936 (312*2π)/8723 weeks
3133.4574 -1.53238 (313*2π)/8723 weeks
3143.76663 -.93368 (314*2π)/8723 weeks
3153.67217 -.22929 (315*2π)/8723 weeks
3163.0287 .30614 (316*2π)/8723 weeks
3172.12543 .14453 (317*2π)/8723 weeks
3181.73158 -.57905 (318*2π)/8723 weeks
3191.87691 -1.08312 (319*2π)/8723 weeks
3201.91573 -1.30995 (320*2π)/8723 weeks
3211.92031 -1.77363 (321*2π)/8723 weeks
3222.37354 -2.22632 (322*2π)/8723 weeks
3232.93288 -2.14122 (323*2π)/8723 weeks
3243.07354 -1.83462 (324*2π)/8723 weeks
3253.01398 -1.69294 (325*2π)/8723 weeks
3262.91382 -1.55091 (326*2π)/8723 weeks
3272.51157 -1.40805 (327*2π)/8723 weeks
3281.72802 -1.76079 (328*2π)/8723 weeks
3291.29084 -3.06447 (329*2π)/8723 weeks
3302.18443 -4.56117 (330*2π)/8723 weeks
3313.93127 -4.864 (331*2π)/8723 weeks
3325.11214 -3.97924 (332*2π)/8723 weeks
3335.35431 -2.92282 (333*2π)/8723 weeks
3345.0165 -2.12875 (334*2π)/8723 weeks
3354.26561 -1.82244 (335*2π)/8723 weeks
3363.58701 -2.23788 (336*2π)/8723 weeks
3373.49781 -2.98237 (337*2π)/8723 weeks
3383.88132 -3.49962 (338*2π)/8723 weeks
3394.32782 -3.65966 (339*2π)/8723 weeks
3404.5867 -3.71216 (340*2π)/8723 weeks
3414.88118 -3.94106 (341*2π)/8723 weeks
3425.52921 -4.0109 (342*2π)/8723 weeks
3436.05865 -3.51138 (343*2π)/8723 weeks
3445.93067 -2.97567 (344*2π)/8723 weeks
3455.64971 -3.0278 (345*2π)/8723 weeks
3465.82753 -3.22296 (346*2π)/8723 weeks
3476.0407 -3.04934 (347*2π)/8723 weeks
3485.91026 -2.97874 (348*2π)/8723 weeks
3496.02716 -3.28191 (349*2π)/8722 weeks
3506.60879 -3.18856 (350*2π)/8722 weeks
3516.6875 -2.4732 (351*2π)/8722 weeks
3525.97517 -2.22943 (352*2π)/8722 weeks
3535.52253 -2.82928 (353*2π)/8722 weeks
3545.73257 -3.45617 (354*2π)/8722 weeks
3556.12449 -3.80015 (355*2π)/8722 weeks
3566.59402 -4.06604 (356*2π)/8722 weeks
3577.2517 -4.14488 (357*2π)/8722 weeks
3587.89845 -3.84399 (358*2π)/8722 weeks
3598.18085 -3.27453 (359*2π)/8722 weeks
3608.01929 -2.92372 (360*2π)/8722 weeks
3617.9451 -3.04092 (361*2π)/8722 weeks
3628.28834 -3.12533 (362*2π)/8722 weeks
3638.58592 -2.86729 (363*2π)/8722 weeks
3648.62598 -2.7282 (364*2π)/8722 weeks
3658.90247 -2.82415 (365*2π)/8722 weeks
3669.53603 -2.60691 (366*2π)/8722 weeks
3679.93323 -1.8282 (367*2π)/8722 weeks
3689.67285 -1.06181 (368*2π)/8722 weeks
3699.23188 -.83179 (369*2π)/8722 weeks
3709.09096 -.76072 (370*2π)/8722 weeks
3718.87072 -.53785 (371*2π)/8722 weeks
3728.46219 -.68551 (372*2π)/8722 weeks
3738.60083 -1.17919 (373*2π)/8722 weeks
3749.25203 -1.1081 (374*2π)/8722 weeks
3759.41086 -.41931 (375*2π)/8722 weeks
3768.91989 -.13418 (376*2π)/8722 weeks
3778.73966 -.48312 (377*2π)/8722 weeks
3789.13171 -.64159 (378*2π)/8722 weeks
3799.45653 -.38318 (379*2π)/8722 weeks
3809.63344 -.17895 (380*2π)/8722 weeks
38110.06012 .13986 (381*2π)/8722 weeks
38210.33161 1.03756 (382*2π)/8722 weeks
3839.80928 2.03407 (383*2π)/8722 weeks
3848.83273 2.34171 (384*2π)/8722 weeks
3858.17943 2.00451 (385*2π)/8722 weeks
3868.11855 1.62376 (386*2π)/8722 weeks
3878.29015 1.6657 (387*2π)/8722 weeks
3888.19517 1.97217 (388*2π)/8722 weeks
3897.89048 2.13833 (389*2π)/8722 weeks
3907.62148 2.2456 (390*2π)/8722 weeks
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78318.37945 -17.55231 (783*2π)/8721 weeks
78419.15063 -18.6257 (784*2π)/8721 weeks
78520.859 -18.69636 (785*2π)/8721 weeks
78622.24789 -17.41578 (786*2π)/8721 weeks
78722.35005 -15.49352 (787*2π)/8721 weeks
78821.01259 -14.22222 (788*2π)/8721 weeks
78919.42015 -14.56513 (789*2π)/8721 weeks
79018.90587 -15.80837 (790*2π)/8721 weeks
79119.28416 -16.74566 (791*2π)/8721 weeks
79219.72666 -17.36333 (792*2π)/8721 weeks
79320.42174 -18.19045 (793*2π)/8721 weeks
79421.94072 -18.70123 (794*2π)/8721 weeks
79523.53638 -17.95117 (795*2π)/8721 weeks
79623.85005 -16.71883 (796*2π)/8721 weeks
79723.57088 -16.54227 (797*2π)/8721 weeks
79824.10029 -16.8113 (798*2π)/8721 weeks
79924.78957 -16.51856 (799*2π)/8721 weeks
80025.17576 -16.48774 (800*2π)/8721 weeks
80126.31904 -16.66437 (801*2π)/8721 weeks
80227.86642 -15.78621 (802*2π)/8721 weeks
80328.51724 -14.24269 (803*2π)/8721 weeks
80428.50519 -13.12025 (804*2π)/8721 weeks
80528.57163 -12.39788 (805*2π)/8721 weeks
80628.85374 -11.608 (806*2π)/8721 weeks
80728.92711 -10.45808 (807*2π)/8721 weeks
80828.30415 -9.65538 (808*2π)/8721 weeks
80928.18832 -9.83102 (809*2π)/8721 weeks
81029.26691 -9.32649 (810*2π)/8721 weeks
81129.6095 -7.47797 (811*2π)/8721 weeks
81228.76722 -6.26752 (812*2π)/8721 weeks
81328.52638 -5.62873 (813*2π)/8721 weeks
81428.12185 -4.12151 (814*2π)/8721 weeks
81526.38235 -3.1545 (815*2π)/8721 weeks
81625.11771 -3.75024 (816*2π)/8721 weeks
81725.07734 -4.09199 (817*2π)/8721 weeks
81824.87644 -4.05937 (818*2π)/8721 weeks
81925.40032 -4.36542 (819*2π)/8721 weeks
82026.77319 -2.94038 (820*2π)/8721 weeks
82125.91685 .06397 (821*2π)/8721 weeks
82222.97083 1.09831 (822*2π)/8721 weeks
82321.23957 .26405 (823*2π)/8721 weeks
82420.35228 .01737 (824*2π)/8721 weeks
82518.9368 -.73789 (825*2π)/8721 weeks
82619.12874 -2.54394 (826*2π)/8721 weeks
82721.24376 -2.28029 (827*2π)/8721 weeks
82821.73127 .74392 (828*2π)/8721 weeks
82919.21799 3.46111 (829*2π)/8721 weeks
83015.52973 3.96557 (830*2π)/8721 weeks
83112.56458 2.66616 (831*2π)/8721 weeks
83210.96248 .89952 (832*2π)/8721 weeks
83310.13081 -.19121 (833*2π)/8721 weeks
8348.9006 -.59444 (834*2π)/8721 weeks
8356.82164 -1.15896 (835*2π)/8721 weeks
8364.1626 -2.47282 (836*2π)/8721 weeks
837.95102 -5.07183 (837*2π)/8721 weeks
838-1.58799 -10.27742 (838*2π)/8721 weeks
839-.46365 -16.93051 (839*2π)/8721 weeks
8404.06797 -20.88249 (840*2π)/8721 weeks
8417.91246 -21.38446 (841*2π)/8721 weeks
84210.09125 -21.40616 (842*2π)/8721 weeks
84312.34651 -21.09844 (843*2π)/8721 weeks
84413.50424 -19.17715 (844*2π)/8721 weeks
84511.87564 -17.60669 (845*2π)/8721 weeks
8469.10593 -18.77283 (846*2π)/8721 weeks
8477.82442 -22.05415 (847*2π)/8721 weeks
8488.20338 -25.342 (848*2π)/8721 weeks
8498.87481 -28.61179 (849*2π)/8721 weeks
85011.02654 -33.16364 (850*2π)/8721 weeks
85116.88668 -36.21386 (851*2π)/8721 weeks
85222.77713 -34.1314 (852*2π)/8721 weeks
85324.2576 -30.2122 (853*2π)/8721 weeks
85423.41297 -28.09294 (854*2π)/8721 weeks
85521.30696 -26.66362 (855*2π)/8721 weeks
85616.7498 -28.12023 (856*2π)/8721 weeks
85714.27413 -34.60106 (857*2π)/8721 weeks
85816.62135 -40.97242 (858*2π)/8721 weeks
85919.26501 -45.33963 (859*2π)/8721 weeks
86022.23733 -51.79918 (860*2π)/8721 weeks
86130.1957 -58.63876 (861*2π)/8721 weeks
86240.8674 -60.65221 (862*2π)/8721 weeks
86350.35148 -59.91081 (863*2π)/8721 weeks
86461.22815 -56.50122 (864*2π)/8721 weeks
86568.45997 -45.07693 (865*2π)/8721 weeks
86661.38754 -34.66663 (866*2π)/8721 weeks
86749.29627 -41.94843 (867*2π)/8721 weeks
86851.47632 -62.49289 (868*2π)/8721 weeks
86971.43814 -82.75186 (869*2π)/8721 weeks
870112.1477 -94.27399 (870*2π)/8721 weeks



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