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Fourier Analysis of WCPIX (Mobile Telecommunications Ultrasector Profd In)


WCPIX (Mobile Telecommunications Ultrasector Profd In) appears to have interesting cyclic behaviour every 59 weeks (40.3951*sine), 89 weeks (39.3822*sine), and 69 weeks (39.0155*sine).

WCPIX (Mobile Telecommunications Ultrasector Profd In) has an average price of 141.74 (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 6/19/2000 to 7/10/2017 for WCPIX (Mobile Telecommunications Ultrasector Profd In), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0141.7391   0 
1104.4786 85.33722 (1*2π)/891891 weeks
288.15534 -.05663 (2*2π)/891446 weeks
3113.7627 65.74334 (3*2π)/891297 weeks
466.72901 66.93053 (4*2π)/891223 weeks
564.97382 68.43767 (5*2π)/891178 weeks
633.65797 59.40291 (6*2π)/891149 weeks
737.55127 49.98946 (7*2π)/891127 weeks
824.76222 48.45995 (8*2π)/891111 weeks
926.85457 32.15958 (9*2π)/89199 weeks
1030.20221 39.38223 (10*2π)/89189 weeks
1122.92912 32.85693 (11*2π)/89181 weeks
1229.4132 31.69656 (12*2π)/89174 weeks
1323.88297 39.01552 (13*2π)/89169 weeks
1422.76769 34.10215 (14*2π)/89164 weeks
1521.95191 40.39505 (15*2π)/89159 weeks
1614.08224 34.32079 (16*2π)/89156 weeks
1717.78654 33.62126 (17*2π)/89152 weeks
1811.15647 30.97485 (18*2π)/89150 weeks
1915.25725 29.50045 (19*2π)/89147 weeks
209.71558 28.98536 (20*2π)/89145 weeks
2113.57864 26.99385 (21*2π)/89142 weeks
229.52126 27.69028 (22*2π)/89141 weeks
2312.76243 25.03719 (23*2π)/89139 weeks
248.4531 29.68973 (24*2π)/89137 weeks
257.10633 23.90589 (25*2π)/89136 weeks
268.4342 23.3626 (26*2π)/89134 weeks
279.51689 24.47263 (27*2π)/89133 weeks
286.93518 25.89061 (28*2π)/89132 weeks
297.30176 21.64565 (29*2π)/89131 weeks
306.65936 24.58772 (30*2π)/89130 weeks
314.04754 21.13644 (31*2π)/89129 weeks
327.3166 20.89574 (32*2π)/89128 weeks
335.67109 21.52066 (33*2π)/89127 weeks
347.07689 20.81028 (34*2π)/89126 weeks
355.66176 23.42307 (35*2π)/89125 weeks
363.82802 22.08109 (36*2π)/89125 weeks
374.01961 22.55067 (37*2π)/89124 weeks
381.3738 23.05397 (38*2π)/89123 weeks
39-1.10008 20.69562 (39*2π)/89123 weeks
40-1.9511 18.95786 (40*2π)/89122 weeks
41-1.91068 16.93727 (41*2π)/89122 weeks
42-1.87953 16.09344 (42*2π)/89121 weeks
43-1.88019 13.67568 (43*2π)/89121 weeks
44-.73746 13.88379 (44*2π)/89120 weeks
45-1.04493 12.33914 (45*2π)/89120 weeks
46.10688 11.80335 (46*2π)/89119 weeks
47.33802 12.35221 (47*2π)/89119 weeks
48.38793 13.21599 (48*2π)/89119 weeks
49-1.12057 11.57762 (49*2π)/89118 weeks
50.51679 10.51852 (50*2π)/89118 weeks
51.10564 10.14057 (51*2π)/89117 weeks
52.45249 9.60387 (52*2π)/89117 weeks
53.90546 7.83751 (53*2π)/89117 weeks
543.28112 8.66579 (54*2π)/89117 weeks
552.31752 8.16595 (55*2π)/89116 weeks
565.80937 8.20551 (56*2π)/89116 weeks
574.48356 11.03978 (57*2π)/89116 weeks
584.17478 9.89229 (58*2π)/89115 weeks
594.23689 11.83997 (59*2π)/89115 weeks
603.26891 11.30573 (60*2π)/89115 weeks
613.76924 12.12016 (61*2π)/89115 weeks
622.67504 12.10344 (62*2π)/89114 weeks
632.57287 13.18603 (63*2π)/89114 weeks
641.12966 12.71148 (64*2π)/89114 weeks
651.04267 12.73763 (65*2π)/89114 weeks
66-.45585 12.259 (66*2π)/89114 weeks
67-1.48183 11.80702 (67*2π)/89113 weeks
68-1.69758 10.31269 (68*2π)/89113 weeks
69-1.82475 10.29581 (69*2π)/89113 weeks
70-2.85169 8.81066 (70*2π)/89113 weeks
71-2.14933 7.51232 (71*2π)/89113 weeks
72-1.83355 6.50743 (72*2π)/89112 weeks
73-1.12776 5.96297 (73*2π)/89112 weeks
74-1.53359 5.21492 (74*2π)/89112 weeks
75.14777 4.05554 (75*2π)/89112 weeks
761.01602 4.8395 (76*2π)/89112 weeks
772.23971 3.98967 (77*2π)/89112 weeks
783.17032 4.90582 (78*2π)/89111 weeks
793.71992 5.27733 (79*2π)/89111 weeks
803.97287 6.75766 (80*2π)/89111 weeks
813.36314 6.91325 (81*2π)/89111 weeks
823.71326 7.51898 (82*2π)/89111 weeks
832.28147 7.80366 (83*2π)/89111 weeks
842.83549 7.03593 (84*2π)/89111 weeks
852.84326 8.53732 (85*2π)/89110 weeks
861.7364 7.66987 (86*2π)/89110 weeks
872.21179 7.7533 (87*2π)/89110 weeks
881.58424 7.64968 (88*2π)/89110 weeks
892.02231 7.35897 (89*2π)/89110 weeks
901.5975 7.65689 (90*2π)/89110 weeks
911.68028 6.75537 (91*2π)/89110 weeks
921.58261 7.24353 (92*2π)/89110 weeks
931.40398 6.94898 (93*2π)/89110 weeks
941.52916 7.45144 (94*2π)/8919 weeks
95.86131 7.53491 (95*2π)/8919 weeks
961.15044 7.60838 (96*2π)/8919 weeks
97.7851 7.021 (97*2π)/8919 weeks
981.18829 6.9109 (98*2π)/8919 weeks
99.51755 7.15519 (99*2π)/8919 weeks
100.26911 6.76602 (100*2π)/8919 weeks
101.6586 6.75049 (101*2π)/8919 weeks
102.0701 6.79871 (102*2π)/8919 weeks
103-.16641 5.90877 (103*2π)/8919 weeks
104-.10219 5.85373 (104*2π)/8919 weeks
105.07467 5.54349 (105*2π)/8918 weeks
106.50575 5.13682 (106*2π)/8918 weeks
1071.34702 5.4679 (107*2π)/8918 weeks
108.87706 5.77404 (108*2π)/8918 weeks
109.80392 5.2065 (109*2π)/8918 weeks
1101.19094 5.74482 (110*2π)/8918 weeks
111.76599 5.69448 (111*2π)/8918 weeks
112.60803 5.7388 (112*2π)/8918 weeks
113.81843 5.72251 (113*2π)/8918 weeks
114.97411 5.76157 (114*2π)/8918 weeks
115.54421 5.58043 (115*2π)/8918 weeks
116.75252 5.59693 (116*2π)/8918 weeks
117.52529 5.70243 (117*2π)/8918 weeks
118.84632 5.88601 (118*2π)/8918 weeks
119.07783 6.15463 (119*2π)/8917 weeks
120.6433 5.17627 (120*2π)/8917 weeks
121.55126 6.43058 (121*2π)/8917 weeks
122-.39954 5.99263 (122*2π)/8917 weeks
123.08034 5.83316 (123*2π)/8917 weeks
124-.50493 6.48513 (124*2π)/8917 weeks
125-.90241 5.99644 (125*2π)/8917 weeks
126-1.67715 6.04313 (126*2π)/8917 weeks
127-2.16284 5.48093 (127*2π)/8917 weeks
128-2.14241 5.06316 (128*2π)/8917 weeks
129-2.78596 4.55927 (129*2π)/8917 weeks
130-2.46199 3.58785 (130*2π)/8917 weeks
131-2.35775 3.44712 (131*2π)/8917 weeks
132-2.37897 2.71551 (132*2π)/8917 weeks
133-1.88507 2.40955 (133*2π)/8917 weeks
134-1.58528 2.21525 (134*2π)/8917 weeks
135-1.47804 2.05998 (135*2π)/8917 weeks
136-1.4448 1.89997 (136*2π)/8917 weeks
137-1.4604 1.25614 (137*2π)/8917 weeks
138-.60547 .85392 (138*2π)/8916 weeks
139-.49989 1.06472 (139*2π)/8916 weeks
140-.0167 .41077 (140*2π)/8916 weeks
141.46185 .888 (141*2π)/8916 weeks
142.52802 .33611 (142*2π)/8916 weeks
1431.38134 .88639 (143*2π)/8916 weeks
1441.36088 .78721 (144*2π)/8916 weeks
1452.30728 1.15499 (145*2π)/8916 weeks
1461.9826 1.59483 (146*2π)/8916 weeks
1472.59672 1.72129 (147*2π)/8916 weeks
1482.65666 2.7858 (148*2π)/8916 weeks
1492.3541 2.88455 (149*2π)/8916 weeks
1502.10825 3.51506 (150*2π)/8916 weeks
1511.21051 3.45678 (151*2π)/8916 weeks
1521.0636 3.1941 (152*2π)/8916 weeks
153.64565 3.13699 (153*2π)/8916 weeks
154.73059 2.77768 (154*2π)/8916 weeks
155.67562 2.82833 (155*2π)/8916 weeks
156.54883 2.38519 (156*2π)/8916 weeks
1571.06955 2.33363 (157*2π)/8916 weeks
158.80061 2.75566 (158*2π)/8916 weeks
1591.0751 2.43973 (159*2π)/8916 weeks
160.98875 3.25422 (160*2π)/8916 weeks
161.3354 2.99267 (161*2π)/8916 weeks
162.13523 2.67789 (162*2π)/8916 weeks
163-.07055 2.39469 (163*2π)/8915 weeks
164-.43234 1.94238 (164*2π)/8915 weeks
165.05065 1.23951 (165*2π)/8915 weeks
166.36766 1.21091 (166*2π)/8915 weeks
167.93467 .90276 (167*2π)/8915 weeks
1681.13472 1.43006 (168*2π)/8915 weeks
1691.21704 1.36629 (169*2π)/8915 weeks
1701.14593 1.72426 (170*2π)/8915 weeks
1711.06173 1.46683 (171*2π)/8915 weeks
1721.11934 2.11914 (172*2π)/8915 weeks
173.85979 1.60668 (173*2π)/8915 weeks
1741.36536 1.8957 (174*2π)/8915 weeks
175.90469 1.67838 (175*2π)/8915 weeks
1761.27813 1.57863 (176*2π)/8915 weeks
177.97748 1.96937 (177*2π)/8915 weeks
178.70406 1.56688 (178*2π)/8915 weeks
179.9369 1.45978 (179*2π)/8915 weeks
180.89897 1.42518 (180*2π)/8915 weeks
1811.14 1.27824 (181*2π)/8915 weeks
1821.02308 1.57097 (182*2π)/8915 weeks
1831.08593 1.26312 (183*2π)/8915 weeks
1841.32236 1.61376 (184*2π)/8915 weeks
1851.02464 1.3399 (185*2π)/8915 weeks
1861.5162 1.47535 (186*2π)/8915 weeks
1871.18835 1.39626 (187*2π)/8915 weeks
1881.63088 1.77442 (188*2π)/8915 weeks
189.63797 1.92195 (189*2π)/8915 weeks
1901.04812 1.55328 (190*2π)/8915 weeks
191.62356 2.10139 (191*2π)/8915 weeks
192.43982 1.45978 (192*2π)/8915 weeks
193.43881 1.78986 (193*2π)/8915 weeks
194.00413 1.46067 (194*2π)/8915 weeks
195.04557 .9557 (195*2π)/8915 weeks
196.23209 .43424 (196*2π)/8915 weeks
197.50233 .136 (197*2π)/8915 weeks
198.67684 .06559 (198*2π)/8915 weeks
1991.07593 -.33654 (199*2π)/8914 weeks
2001.66583 .15033 (200*2π)/8914 weeks
2011.39601 -.04983 (201*2π)/8914 weeks
2021.82332 .15219 (202*2π)/8914 weeks
2031.65208 .32832 (203*2π)/8914 weeks
2042.10844 .68092 (204*2π)/8914 weeks
2051.4987 1.10873 (205*2π)/8914 weeks
2061.57611 .45957 (206*2π)/8914 weeks
2071.57121 .80004 (207*2π)/8914 weeks
2081.22982 .07018 (208*2π)/8914 weeks
2091.76824 -.09182 (209*2π)/8914 weeks
2101.83114 -.22794 (210*2π)/8914 weeks
2112.30196 -.10709 (211*2π)/8914 weeks
2122.34317 -.09199 (212*2π)/8914 weeks
2132.68963 -.02557 (213*2π)/8914 weeks
2142.78802 .24111 (214*2π)/8914 weeks
2152.70204 .41822 (215*2π)/8914 weeks
2162.61235 .65637 (216*2π)/8914 weeks
2172.64004 .60522 (217*2π)/8914 weeks
2182.74003 .89516 (218*2π)/8914 weeks
2192.59705 .8916 (219*2π)/8914 weeks
2202.67165 .93612 (220*2π)/8914 weeks
2212.53893 .88927 (221*2π)/8914 weeks
2222.6345 1.18666 (222*2π)/8914 weeks
2232.30715 1.29549 (223*2π)/8914 weeks
2242.22188 1.47881 (224*2π)/8914 weeks
2251.86235 1.3867 (225*2π)/8914 weeks
2261.69871 1.00995 (226*2π)/8914 weeks
2271.69972 1.02737 (227*2π)/8914 weeks
2281.40153 .79505 (228*2π)/8914 weeks
2291.67956 .30182 (229*2π)/8914 weeks
2301.84462 .38282 (230*2π)/8914 weeks
2311.73154 .18487 (231*2π)/8914 weeks
2321.95983 -.24004 (232*2π)/8914 weeks
2332.44474 -.02847 (233*2π)/8914 weeks
2342.20785 -.1084 (234*2π)/8914 weeks
2352.38887 -.33705 (235*2π)/8914 weeks
2362.50368 -.09812 (236*2π)/8914 weeks
2372.49403 -.47234 (237*2π)/8914 weeks
2383.09933 -.45949 (238*2π)/8914 weeks
2393.06746 -.028 (239*2π)/8914 weeks
2403.10657 -.26458 (240*2π)/8914 weeks
2413.3365 -.04043 (241*2π)/8914 weeks
2423.30657 -.12247 (242*2π)/8914 weeks
2433.67151 -.13595 (243*2π)/8914 weeks
2443.99913 -.11901 (244*2π)/8914 weeks
2454.2138 .3299 (245*2π)/8914 weeks
2464.325 .1009 (246*2π)/8914 weeks
2474.90426 .67728 (247*2π)/8914 weeks
2484.66393 1.26977 (248*2π)/8914 weeks
2494.73522 1.68658 (249*2π)/8914 weeks
2504.361 2.071 (250*2π)/8914 weeks
2514.22121 2.18838 (251*2π)/8914 weeks
2523.80253 2.48704 (252*2π)/8914 weeks
2533.56387 2.28793 (253*2π)/8914 weeks
2543.51563 2.54206 (254*2π)/8914 weeks
2553.09212 2.5403 (255*2π)/8913 weeks
2562.95289 2.51252 (256*2π)/8913 weeks
2572.70621 2.42207 (257*2π)/8913 weeks
2582.86091 2.33123 (258*2π)/8913 weeks
2592.54186 2.48152 (259*2π)/8913 weeks
2602.37277 2.25304 (260*2π)/8913 weeks
2612.36786 2.22474 (261*2π)/8913 weeks
2622.11037 2.31581 (262*2π)/8913 weeks
2631.99275 2.07252 (263*2π)/8913 weeks
2642.10402 2.08436 (264*2π)/8913 weeks
2651.73597 1.79709 (265*2π)/8913 weeks
2662.10228 1.48175 (266*2π)/8913 weeks
2672.0382 1.74783 (267*2π)/8913 weeks
2682.17365 1.37851 (268*2π)/8913 weeks
2692.38616 1.86409 (269*2π)/8913 weeks
2701.79569 1.70655 (270*2π)/8913 weeks
2712.11629 1.47676 (271*2π)/8913 weeks
2721.96234 1.7424 (272*2π)/8913 weeks
2731.75658 1.28639 (273*2π)/8913 weeks
2742.23415 1.0836 (274*2π)/8913 weeks
2752.16806 1.47198 (275*2π)/8913 weeks
2761.99585 1.23913 (276*2π)/8913 weeks
2772.41285 1.13644 (277*2π)/8913 weeks
2782.34716 1.43256 (278*2π)/8913 weeks
2792.27496 1.37085 (279*2π)/8913 weeks
2802.26797 1.39889 (280*2π)/8913 weeks
2812.36408 1.78422 (281*2π)/8913 weeks
2821.79607 1.65842 (282*2π)/8913 weeks
2831.95275 1.40329 (283*2π)/8913 weeks
2841.5109 1.43405 (284*2π)/8913 weeks
2851.7221 .91716 (285*2π)/8913 weeks
2861.79573 1.05958 (286*2π)/8913 weeks
2871.93166 .467 (287*2π)/8913 weeks
2882.48024 .59667 (288*2π)/8913 weeks
2892.55653 .52715 (289*2π)/8913 weeks
2902.90305 .95458 (290*2π)/8913 weeks
2912.81682 1.04522 (291*2π)/8913 weeks
2922.93634 1.38169 (292*2π)/8913 weeks
2932.6944 1.57785 (293*2π)/8913 weeks
2942.53921 1.69213 (294*2π)/8913 weeks
2952.24195 1.52073 (295*2π)/8913 weeks
2962.28242 1.74998 (296*2π)/8913 weeks
2971.89896 1.55337 (297*2π)/8913 weeks
2982.2898 1.18181 (298*2π)/8913 weeks
2992.24637 1.52112 (299*2π)/8913 weeks
3002.14679 1.28282 (300*2π)/8913 weeks
3012.31744 1.39785 (301*2π)/8913 weeks
3022.10365 1.29357 (302*2π)/8913 weeks
3032.42422 1.30761 (303*2π)/8913 weeks
3042.23327 1.54035 (304*2π)/8913 weeks
3052.44724 1.3225 (305*2π)/8913 weeks
3062.25245 1.67871 (306*2π)/8913 weeks
3072.14829 1.36658 (307*2π)/8913 weeks
3082.23594 1.84338 (308*2π)/8913 weeks
3091.83462 1.60569 (309*2π)/8913 weeks
3101.85071 1.54386 (310*2π)/8913 weeks
3111.84689 1.25675 (311*2π)/8913 weeks
3121.98077 1.34919 (312*2π)/8913 weeks
3131.7271 .98757 (313*2π)/8913 weeks
3142.37643 .96657 (314*2π)/8913 weeks
3152.27486 1.29089 (315*2π)/8913 weeks
3162.41052 1.13925 (316*2π)/8913 weeks
3172.29327 1.40294 (317*2π)/8913 weeks
3182.30807 1.56564 (318*2π)/8913 weeks
3192.10449 1.64963 (319*2π)/8913 weeks
3202.00884 1.47622 (320*2π)/8913 weeks
3212.07535 1.68911 (321*2π)/8913 weeks
3221.71427 1.65797 (322*2π)/8913 weeks
3231.83239 1.40125 (323*2π)/8913 weeks
3241.65818 1.47334 (324*2π)/8913 weeks
3251.85436 1.09995 (325*2π)/8913 weeks
3261.86566 1.38664 (326*2π)/8913 weeks
3271.73155 1.05803 (327*2π)/8913 weeks
3282.31827 1.1593 (328*2π)/8913 weeks
3292.07234 1.33018 (329*2π)/8913 weeks
3302.28955 1.29888 (330*2π)/8913 weeks
3312.147 1.58531 (331*2π)/8913 weeks
3322.15889 1.58996 (332*2π)/8913 weeks
3331.96553 1.90443 (333*2π)/8913 weeks
3341.84113 1.66776 (334*2π)/8913 weeks
3351.93522 1.93882 (335*2π)/8913 weeks
3361.6023 1.68901 (336*2π)/8913 weeks
3371.82792 1.68709 (337*2π)/8913 weeks
3381.4382 1.79117 (338*2π)/8913 weeks
3391.60637 1.73232 (339*2π)/8913 weeks
3401.35442 2.08536 (340*2π)/8913 weeks
3411.19946 1.77486 (341*2π)/8913 weeks
3421.33155 2.03516 (342*2π)/8913 weeks
343.78971 1.9994 (343*2π)/8913 weeks
344.88042 1.76105 (344*2π)/8913 weeks
345.554 1.68623 (345*2π)/8913 weeks
346.39849 1.31218 (346*2π)/8913 weeks
347.33242 1.1178 (347*2π)/8913 weeks
348.43336 1.05455 (348*2π)/8913 weeks
349.04632 .96936 (349*2π)/8913 weeks
350.41959 .24765 (350*2π)/8913 weeks
351.32025 .41691 (351*2π)/8913 weeks
352.357 -.43581 (352*2π)/8913 weeks
3531.04815 -.27269 (353*2π)/8913 weeks
3541.01196 -.4383 (354*2π)/8913 weeks
3551.6114 -.58017 (355*2π)/8913 weeks
3561.84083 -.30934 (356*2π)/8913 weeks
3572.10453 -.27145 (357*2π)/8912 weeks
3582.16837 .04388 (358*2π)/8912 weeks
3592.26271 .16735 (359*2π)/8912 weeks
3602.07983 .57909 (360*2π)/8912 weeks
3611.99304 .39072 (361*2π)/8912 weeks
3622.1339 .71919 (362*2π)/8912 weeks
3631.66892 .57935 (363*2π)/8912 weeks
3642.05702 .41468 (364*2π)/8912 weeks
3651.74722 .66671 (365*2π)/8912 weeks
3661.88944 .3553 (366*2π)/8912 weeks
3671.96947 .54341 (367*2π)/8912 weeks
3681.98585 .45194 (368*2π)/8912 weeks
3692.23764 .56182 (369*2π)/8912 weeks
3702.04513 .97721 (370*2π)/8912 weeks
3711.89796 .7396 (371*2π)/8912 weeks
3721.87096 .87526 (372*2π)/8912 weeks
3731.64872 .74689 (373*2π)/8912 weeks
3741.72346 .63719 (374*2π)/8912 weeks
3751.78827 .7214 (375*2π)/8912 weeks
3761.67282 .85895 (376*2π)/8912 weeks
3771.69301 .70771 (377*2π)/8912 weeks
3781.85164 .78917 (378*2π)/8912 weeks
3791.74386 .87205 (379*2π)/8912 weeks
3801.58788 .8338 (380*2π)/8912 weeks
3811.62138 .65863 (381*2π)/8912 weeks
3821.7437 .8118 (382*2π)/8912 weeks
3831.59869 .77337 (383*2π)/8912 weeks
3841.63703 .79333 (384*2π)/8912 weeks
3851.51125 .7705 (385*2π)/8912 weeks
3861.52965 .70914 (386*2π)/8912 weeks
3871.53914 .77095 (387*2π)/8912 weeks
3881.59645 .7597 (388*2π)/8912 weeks
3891.43092 .8416 (389*2π)/8912 weeks
3901.39646 .71962 (390*2π)/8912 weeks
3911.45092 .58034 (391*2π)/8912 weeks
3921.63617 .6585 (392*2π)/8912 weeks
3931.38982 .81088 (393*2π)/8912 weeks
3941.37446 .72741 (394*2π)/8912 weeks
3951.38838 .62766 (395*2π)/8912 weeks
3961.41526 .80692 (396*2π)/8912 weeks
3971.21953 .95437 (397*2π)/8912 weeks
3981.07659 .82097 (398*2π)/8912 weeks
399.88656 .7534 (399*2π)/8912 weeks
400.84292 .54711 (400*2π)/8912 weeks
401.79677 .6688 (401*2π)/8912 weeks
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8062.84326 -8.53732 (806*2π)/8911 weeks
8072.83549 -7.03593 (807*2π)/8911 weeks
8082.28147 -7.80366 (808*2π)/8911 weeks
8093.71326 -7.51898 (809*2π)/8911 weeks
8103.36314 -6.91325 (810*2π)/8911 weeks
8113.97287 -6.75766 (811*2π)/8911 weeks
8123.71992 -5.27733 (812*2π)/8911 weeks
8133.17032 -4.90582 (813*2π)/8911 weeks
8142.23971 -3.98967 (814*2π)/8911 weeks
8151.01602 -4.8395 (815*2π)/8911 weeks
816.14777 -4.05554 (816*2π)/8911 weeks
817-1.53359 -5.21492 (817*2π)/8911 weeks
818-1.12776 -5.96297 (818*2π)/8911 weeks
819-1.83355 -6.50743 (819*2π)/8911 weeks
820-2.14933 -7.51232 (820*2π)/8911 weeks
821-2.85169 -8.81066 (821*2π)/8911 weeks
822-1.82475 -10.29581 (822*2π)/8911 weeks
823-1.69758 -10.31269 (823*2π)/8911 weeks
824-1.48183 -11.80702 (824*2π)/8911 weeks
825-.45585 -12.259 (825*2π)/8911 weeks
8261.04267 -12.73763 (826*2π)/8911 weeks
8271.12966 -12.71148 (827*2π)/8911 weeks
8282.57287 -13.18603 (828*2π)/8911 weeks
8292.67504 -12.10344 (829*2π)/8911 weeks
8303.76924 -12.12016 (830*2π)/8911 weeks
8313.26891 -11.30573 (831*2π)/8911 weeks
8324.23689 -11.83997 (832*2π)/8911 weeks
8334.17478 -9.89229 (833*2π)/8911 weeks
8344.48356 -11.03978 (834*2π)/8911 weeks
8355.80937 -8.20551 (835*2π)/8911 weeks
8362.31752 -8.16595 (836*2π)/8911 weeks
8373.28112 -8.66579 (837*2π)/8911 weeks
838.90546 -7.83751 (838*2π)/8911 weeks
839.45249 -9.60387 (839*2π)/8911 weeks
840.10564 -10.14057 (840*2π)/8911 weeks
841.51679 -10.51852 (841*2π)/8911 weeks
842-1.12057 -11.57762 (842*2π)/8911 weeks
843.38793 -13.21599 (843*2π)/8911 weeks
844.33802 -12.35221 (844*2π)/8911 weeks
845.10688 -11.80335 (845*2π)/8911 weeks
846-1.04493 -12.33914 (846*2π)/8911 weeks
847-.73746 -13.88379 (847*2π)/8911 weeks
848-1.88019 -13.67568 (848*2π)/8911 weeks
849-1.87953 -16.09344 (849*2π)/8911 weeks
850-1.91068 -16.93727 (850*2π)/8911 weeks
851-1.9511 -18.95786 (851*2π)/8911 weeks
852-1.10008 -20.69562 (852*2π)/8911 weeks
8531.3738 -23.05397 (853*2π)/8911 weeks
8544.01961 -22.55067 (854*2π)/8911 weeks
8553.82802 -22.08109 (855*2π)/8911 weeks
8565.66176 -23.42307 (856*2π)/8911 weeks
8577.07689 -20.81028 (857*2π)/8911 weeks
8585.67109 -21.52066 (858*2π)/8911 weeks
8597.3166 -20.89574 (859*2π)/8911 weeks
8604.04754 -21.13644 (860*2π)/8911 weeks
8616.65936 -24.58772 (861*2π)/8911 weeks
8627.30176 -21.64565 (862*2π)/8911 weeks
8636.93518 -25.89061 (863*2π)/8911 weeks
8649.51689 -24.47263 (864*2π)/8911 weeks
8658.4342 -23.3626 (865*2π)/8911 weeks
8667.10633 -23.90589 (866*2π)/8911 weeks
8678.4531 -29.68973 (867*2π)/8911 weeks
86812.76243 -25.03719 (868*2π)/8911 weeks
8699.52126 -27.69028 (869*2π)/8911 weeks
87013.57864 -26.99385 (870*2π)/8911 weeks
8719.71558 -28.98536 (871*2π)/8911 weeks
87215.25725 -29.50045 (872*2π)/8911 weeks
87311.15647 -30.97485 (873*2π)/8911 weeks
87417.78654 -33.62126 (874*2π)/8911 weeks
87514.08224 -34.32079 (875*2π)/8911 weeks
87621.95191 -40.39505 (876*2π)/8911 weeks
87722.76769 -34.10215 (877*2π)/8911 weeks
87823.88297 -39.01552 (878*2π)/8911 weeks
87929.4132 -31.69656 (879*2π)/8911 weeks
88022.92912 -32.85693 (880*2π)/8911 weeks
88130.20221 -39.38223 (881*2π)/8911 weeks
88226.85457 -32.15958 (882*2π)/8911 weeks
88324.76222 -48.45995 (883*2π)/8911 weeks
88437.55127 -49.98946 (884*2π)/8911 weeks
88533.65797 -59.40291 (885*2π)/8911 weeks
88664.97382 -68.43767 (886*2π)/8911 weeks
88766.72901 -66.93053 (887*2π)/8911 weeks
888113.7627 -65.74334 (888*2π)/8911 weeks
88988.15534 .05663 (889*2π)/8911 weeks



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