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Fourier Analysis of TEAR (TearLab Corporatio)


TEAR (TearLab Corporatio) appears to have interesting cyclic behaviour every 44 weeks (69.6599*sine), 47 weeks (62.6724*sine), and 51 weeks (51.4161*sine).

TEAR (TearLab Corporatio) has an average price of 276.7 (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 12/9/2004 to 7/17/2017 for TEAR (TearLab Corporatio), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0276.7039   0 
1420.7724 179.6824 (1*2π)/659659 weeks
2262.0551 305.2443 (2*2π)/659330 weeks
3147.7986 293.3745 (3*2π)/659220 weeks
461.05422 227.3238 (4*2π)/659165 weeks
515.61095 198.9617 (5*2π)/659132 weeks
6-1.85088 169.0428 (6*2π)/659110 weeks
7-30.14444 126.2731 (7*2π)/65994 weeks
8-45.80273 76.9481 (8*2π)/65982 weeks
9-22.01485 43.24435 (9*2π)/65973 weeks
1010.39047 24.25331 (10*2π)/65966 weeks
1126.35703 31.61725 (11*2π)/65960 weeks
1237.3308 45.68963 (12*2π)/65955 weeks
1338.61697 51.4161 (13*2π)/65951 weeks
1431.69928 62.67243 (14*2π)/65947 weeks
1516.86293 69.65991 (15*2π)/65944 weeks
16-.03107 62.08497 (16*2π)/65941 weeks
17-8.48275 43.26603 (17*2π)/65939 weeks
18-4.39899 27.85989 (18*2π)/65937 weeks
198.56936 18.98718 (19*2π)/65935 weeks
2016.02199 18.0038 (20*2π)/65933 weeks
2126.09884 20.4758 (21*2π)/65931 weeks
2233.99784 26.01762 (22*2π)/65930 weeks
2334.63095 36.11174 (23*2π)/65929 weeks
2430.10581 46.38585 (24*2π)/65927 weeks
2522.80875 50.41595 (25*2π)/65926 weeks
2615.71744 52.2715 (26*2π)/65925 weeks
275.53071 51.71358 (27*2π)/65924 weeks
28-3.18829 49.49843 (28*2π)/65924 weeks
29-12.1879 41.38646 (29*2π)/65923 weeks
30-18.37137 27.37004 (30*2π)/65922 weeks
31-13.10572 12.58031 (31*2π)/65921 weeks
32-1.29789 3.20782 (32*2π)/65921 weeks
3312.96624 4.69749 (33*2π)/65920 weeks
3420.34538 11.4953 (34*2π)/65919 weeks
3520.54725 19.84728 (35*2π)/65919 weeks
3618.98266 24.91038 (36*2π)/65918 weeks
3715.98573 28.64678 (37*2π)/65918 weeks
3811.50488 30.94155 (38*2π)/65917 weeks
395.21377 30.37689 (39*2π)/65917 weeks
40.82768 26.76796 (40*2π)/65916 weeks
41-1.23359 21.17508 (41*2π)/65916 weeks
42-.36478 14.90148 (42*2π)/65916 weeks
434.33691 10.56021 (43*2π)/65915 weeks
449.01888 10.5538 (44*2π)/65915 weeks
4514.72937 12.80053 (45*2π)/65915 weeks
4615.62093 16.30321 (46*2π)/65914 weeks
4715.00903 20.36753 (47*2π)/65914 weeks
4813.92434 24.85 (48*2π)/65914 weeks
498.41702 26.93124 (49*2π)/65913 weeks
501.97724 25.23069 (50*2π)/65913 weeks
51-2.43719 19.07438 (51*2π)/65913 weeks
52-1.39434 12.33072 (52*2π)/65913 weeks
534.09145 6.41444 (53*2π)/65912 weeks
5410.66988 4.74524 (54*2π)/65912 weeks
5517.38743 8.33748 (55*2π)/65912 weeks
5620.92731 15.10509 (56*2π)/65912 weeks
5721.63148 22.18365 (57*2π)/65912 weeks
5817.86559 28.1676 (58*2π)/65911 weeks
5910.88654 32.93995 (59*2π)/65911 weeks
602.98296 34.24763 (60*2π)/65911 weeks
61-6.00721 30.27074 (61*2π)/65911 weeks
62-11.69095 22.7027 (62*2π)/65911 weeks
63-11.88041 14.02773 (63*2π)/65910 weeks
64-7.07896 5.81831 (64*2π)/65910 weeks
65-1.35033 1.40905 (65*2π)/65910 weeks
665.6881 1.6737 (66*2π)/65910 weeks
6713.50581 5.3157 (67*2π)/65910 weeks
6815.64075 11.4841 (68*2π)/65910 weeks
6914.00225 18.64772 (69*2π)/65910 weeks
709.97313 24.1156 (70*2π)/6599 weeks
713.15542 25.9271 (71*2π)/6599 weeks
72-4.79276 24.28491 (72*2π)/6599 weeks
73-11.00287 18.30007 (73*2π)/6599 weeks
74-12.71972 9.8816 (74*2π)/6599 weeks
75-10.02934 1.97959 (75*2π)/6599 weeks
76-4.97508 -4.6056 (76*2π)/6599 weeks
771.94786 -7.45665 (77*2π)/6599 weeks
7812.01453 -6.92433 (78*2π)/6598 weeks
7920.43438 -1.96435 (79*2π)/6598 weeks
8022.97986 7.61289 (80*2π)/6598 weeks
8121.20278 16.87101 (81*2π)/6598 weeks
8215.62223 22.98858 (82*2π)/6598 weeks
837.04246 25.35512 (83*2π)/6598 weeks
84-.16828 23.19371 (84*2π)/6598 weeks
85-4.67549 17.15613 (85*2π)/6598 weeks
86-6.00862 11.03613 (86*2π)/6598 weeks
87-4.27243 5.88872 (87*2π)/6598 weeks
88.66111 1.95709 (88*2π)/6597 weeks
896.64416 .87812 (89*2π)/6597 weeks
9011.69619 4.17176 (90*2π)/6597 weeks
9114.24809 10.51218 (91*2π)/6597 weeks
9211.98543 16.43085 (92*2π)/6597 weeks
936.60002 19.17005 (93*2π)/6597 weeks
941.47067 20.19496 (94*2π)/6597 weeks
95-3.52026 17.54885 (95*2π)/6597 weeks
96-7.18928 13.32646 (96*2π)/6597 weeks
97-8.47666 7.72248 (97*2π)/6597 weeks
98-6.77087 1.68116 (98*2π)/6597 weeks
99-2.11615 -2.80311 (99*2π)/6597 weeks
1005.48584 -4.16153 (100*2π)/6597 weeks
10112.16101 -.83874 (101*2π)/6597 weeks
10213.7574 6.90131 (102*2π)/6596 weeks
10311.36205 13.27218 (103*2π)/6596 weeks
1046.48815 15.23501 (104*2π)/6596 weeks
1051.29086 15.12761 (105*2π)/6596 weeks
106-2.53295 13.47603 (106*2π)/6596 weeks
107-5.49224 9.48315 (107*2π)/6596 weeks
108-6.24694 4.59381 (108*2π)/6596 weeks
109-5.20996 -.64543 (109*2π)/6596 weeks
110-.26583 -4.68026 (110*2π)/6596 weeks
1115.64829 -5.26477 (111*2π)/6596 weeks
11210.26728 -3.01936 (112*2π)/6596 weeks
11313.37508 1.4543 (113*2π)/6596 weeks
11413.55549 5.84304 (114*2π)/6596 weeks
11511.43097 9.62925 (115*2π)/6596 weeks
1168.48137 11.91616 (116*2π)/6596 weeks
1174.52915 12.38435 (117*2π)/6596 weeks
118.81576 10.76553 (118*2π)/6596 weeks
119-.93228 6.4966 (119*2π)/6596 weeks
120.29792 2.54148 (120*2π)/6595 weeks
1213.16449 1.10493 (121*2π)/6595 weeks
1226.27124 .86294 (122*2π)/6595 weeks
1238.68872 2.08108 (123*2π)/6595 weeks
12410.18612 4.61932 (124*2π)/6595 weeks
12510.35997 7.95069 (125*2π)/6595 weeks
1268.5254 10.49301 (126*2π)/6595 weeks
1275.38914 12.05901 (127*2π)/6595 weeks
1281.26727 12.28788 (128*2π)/6595 weeks
129-2.5154 9.43122 (129*2π)/6595 weeks
130-4.63851 4.27264 (130*2π)/6595 weeks
131-3.14754 -1.15068 (131*2π)/6595 weeks
1321.83665 -4.77537 (132*2π)/6595 weeks
1337.16987 -5.54549 (133*2π)/6595 weeks
13412.19737 -3.65003 (134*2π)/6595 weeks
13516.18258 1.01584 (135*2π)/6595 weeks
13616.98132 7.05075 (136*2π)/6595 weeks
13714.10234 12.8712 (137*2π)/6595 weeks
1389.01488 15.80169 (138*2π)/6595 weeks
1393.63127 15.62899 (139*2π)/6595 weeks
140-1.34455 13.44673 (140*2π)/6595 weeks
141-4.14161 8.95179 (141*2π)/6595 weeks
142-4.01959 3.79623 (142*2π)/6595 weeks
143-1.80737 -.28388 (143*2π)/6595 weeks
1441.8072 -2.41141 (144*2π)/6595 weeks
1455.85039 -2.79994 (145*2π)/6595 weeks
14610.10898 -1.12606 (146*2π)/6595 weeks
14712.11486 3.29158 (147*2π)/6594 weeks
14811.08124 7.35679 (148*2π)/6594 weeks
1498.25072 9.91607 (149*2π)/6594 weeks
1505.03696 10.35251 (150*2π)/6594 weeks
1511.9055 9.12804 (151*2π)/6594 weeks
152.26611 6.64739 (152*2π)/6594 weeks
153.21783 3.627 (153*2π)/6594 weeks
1541.46715 1.7444 (154*2π)/6594 weeks
1553.13898 .38691 (155*2π)/6594 weeks
1565.44339 -.20049 (156*2π)/6594 weeks
1577.58838 .44799 (157*2π)/6594 weeks
1589.54035 2.4391 (158*2π)/6594 weeks
1599.92768 5.79648 (159*2π)/6594 weeks
1607.94767 7.6516 (160*2π)/6594 weeks
1615.38734 7.83331 (161*2π)/6594 weeks
1623.96172 7.52216 (162*2π)/6594 weeks
1632.75802 6.82845 (163*2π)/6594 weeks
1641.45393 5.3929 (164*2π)/6594 weeks
165.83132 3.03538 (165*2π)/6594 weeks
1662.10285 .6323 (166*2π)/6594 weeks
1674.65417 -1.12503 (167*2π)/6594 weeks
1687.86043 -.90014 (168*2π)/6594 weeks
16910.4926 1.78612 (169*2π)/6594 weeks
17010.98713 4.89383 (170*2π)/6594 weeks
1719.23107 7.79062 (171*2π)/6594 weeks
1726.75318 9.13793 (172*2π)/6594 weeks
1734.33946 9.10965 (173*2π)/6594 weeks
1742.01186 7.42309 (174*2π)/6594 weeks
1751.20644 4.81244 (175*2π)/6594 weeks
1762.3357 3.12201 (176*2π)/6594 weeks
1773.81578 2.12956 (177*2π)/6594 weeks
1784.69707 1.97294 (178*2π)/6594 weeks
1795.79786 2.49986 (179*2π)/6594 weeks
1807.47153 3.12693 (180*2π)/6594 weeks
1817.84002 4.57197 (181*2π)/6594 weeks
1826.9734 6.47782 (182*2π)/6594 weeks
1835.84438 7.72083 (183*2π)/6594 weeks
1844.03183 7.18196 (184*2π)/6594 weeks
1852.71792 6.88978 (185*2π)/6594 weeks
1862.1376 5.98554 (186*2π)/6594 weeks
1871.77764 4.38489 (187*2π)/6594 weeks
1882.10084 3.69391 (188*2π)/6594 weeks
1892.9744 3.05079 (189*2π)/6593 weeks
1903.83323 2.84903 (190*2π)/6593 weeks
1914.29434 3.56988 (191*2π)/6593 weeks
1924.37851 4.563 (192*2π)/6593 weeks
1933.65657 5.2886 (193*2π)/6593 weeks
1942.26405 5.1046 (194*2π)/6593 weeks
1951.2412 4.36687 (195*2π)/6593 weeks
196.586 2.80118 (196*2π)/6593 weeks
1971.08794 1.49789 (197*2π)/6593 weeks
1982.17342 .72931 (198*2π)/6593 weeks
1993.42575 .04426 (199*2π)/6593 weeks
2004.1482 .47542 (200*2π)/6593 weeks
2014.60815 .77317 (201*2π)/6593 weeks
2025.60765 1.01108 (202*2π)/6593 weeks
2036.18748 1.76842 (203*2π)/6593 weeks
2046.49491 3.71874 (204*2π)/6593 weeks
2055.26423 5.04537 (205*2π)/6593 weeks
2063.06882 4.90668 (206*2π)/6593 weeks
2071.67009 4.34338 (207*2π)/6593 weeks
208.9062 2.60272 (208*2π)/6593 weeks
209.81025 .51109 (209*2π)/6593 weeks
2101.70923 -.68386 (210*2π)/6593 weeks
2113.62066 -1.79975 (211*2π)/6593 weeks
2125.66629 -1.96946 (212*2π)/6593 weeks
2137.12917 -.48693 (213*2π)/6593 weeks
2147.85451 1.59806 (214*2π)/6593 weeks
2156.75076 3.18078 (215*2π)/6593 weeks
2165.33519 3.79434 (216*2π)/6593 weeks
2173.86315 3.57214 (217*2π)/6593 weeks
2183.07998 2.01084 (218*2π)/6593 weeks
2193.19437 .93734 (219*2π)/6593 weeks
2203.78312 .19183 (220*2π)/6593 weeks
2214.96511 -.66061 (221*2π)/6593 weeks
2225.85477 -.45895 (222*2π)/6593 weeks
2236.88182 .14496 (223*2π)/6593 weeks
2247.45342 .63657 (224*2π)/6593 weeks
2258.07005 1.49024 (225*2π)/6593 weeks
2268.43173 3.37742 (226*2π)/6593 weeks
2276.92034 4.73635 (227*2π)/6593 weeks
2284.92613 4.65995 (228*2π)/6593 weeks
2294.0688 3.95303 (229*2π)/6593 weeks
2304.00509 2.78513 (230*2π)/6593 weeks
2313.83496 2.22746 (231*2π)/6593 weeks
2323.95367 1.37422 (232*2π)/6593 weeks
2334.90925 .74741 (233*2π)/6593 weeks
2346.02393 .91097 (234*2π)/6593 weeks
2357.04483 1.55771 (235*2π)/6593 weeks
2367.22753 3.28553 (236*2π)/6593 weeks
2376.06429 4.66002 (237*2π)/6593 weeks
2384.28845 4.61553 (238*2π)/6593 weeks
2393.07136 3.37989 (239*2π)/6593 weeks
2402.86969 2.22466 (240*2π)/6593 weeks
2413.45262 1.49088 (241*2π)/6593 weeks
2423.99383 .58828 (242*2π)/6593 weeks
2434.73738 .38403 (243*2π)/6593 weeks
2445.53675 .67704 (244*2π)/6593 weeks
2456.66042 .83725 (245*2π)/6593 weeks
2466.83523 1.66153 (246*2π)/6593 weeks
2476.79789 2.83901 (247*2π)/6593 weeks
2486.49949 3.94053 (248*2π)/6593 weeks
2495.4519 4.15859 (249*2π)/6593 weeks
2503.93769 4.18698 (250*2π)/6593 weeks
2512.75973 3.38361 (251*2π)/6593 weeks
2523.02757 1.97127 (252*2π)/6593 weeks
2533.73223 .37702 (253*2π)/6593 weeks
2544.43644 -.24185 (254*2π)/6593 weeks
2556.74574 .45281 (255*2π)/6593 weeks
2568.0347 1.59692 (256*2π)/6593 weeks
2577.56908 3.5537 (257*2π)/6593 weeks
2586.71986 5.37574 (258*2π)/6593 weeks
2595.34263 5.8567 (259*2π)/6593 weeks
2603.34651 5.7281 (260*2π)/6593 weeks
2612.02274 5.15234 (261*2π)/6593 weeks
2621.58311 3.99433 (262*2π)/6593 weeks
263.50144 2.48927 (263*2π)/6593 weeks
264.67494 1.02251 (264*2π)/6592 weeks
2652.42954 -.48867 (265*2π)/6592 weeks
2663.73658 -1.18432 (266*2π)/6592 weeks
2675.30071 .11552 (267*2π)/6592 weeks
2686.39631 1.32441 (268*2π)/6592 weeks
2696.28659 2.64238 (269*2π)/6592 weeks
2705.0548 4.61473 (270*2π)/6592 weeks
2713.36254 5.22975 (271*2π)/6592 weeks
2721.10012 4.45506 (272*2π)/6592 weeks
273-1.0616 2.65865 (273*2π)/6592 weeks
274-.65744 -.23092 (274*2π)/6592 weeks
2751.14758 -2.39139 (275*2π)/6592 weeks
2763.3527 -2.70509 (276*2π)/6592 weeks
2774.90469 -1.61799 (277*2π)/6592 weeks
2785.59279 -.59489 (278*2π)/6592 weeks
2795.80451 .10695 (279*2π)/6592 weeks
2805.65746 1.02573 (280*2π)/6592 weeks
2815.49557 1.96851 (281*2π)/6592 weeks
2824.14391 2.57977 (282*2π)/6592 weeks
2832.94615 2.41556 (283*2π)/6592 weeks
2842.41854 1.40053 (284*2π)/6592 weeks
2852.07493 .38773 (285*2π)/6592 weeks
2862.63561 -.8229 (286*2π)/6592 weeks
2873.5654 -1.47729 (287*2π)/6592 weeks
2885.1224 -1.50251 (288*2π)/6592 weeks
2896.07749 -.36924 (289*2π)/6592 weeks
2906.13474 1.15335 (290*2π)/6592 weeks
2915.91148 2.06538 (291*2π)/6592 weeks
2924.50399 3.10206 (292*2π)/6592 weeks
2933.08774 3.20498 (293*2π)/6592 weeks
2941.49401 2.30925 (294*2π)/6592 weeks
295.67996 1.25846 (295*2π)/6592 weeks
296.49262 -.63992 (296*2π)/6592 weeks
2971.14266 -2.85015 (297*2π)/6592 weeks
2983.36052 -3.72605 (298*2π)/6592 weeks
2995.18616 -2.88651 (299*2π)/6592 weeks
3006.21986 -1.74208 (300*2π)/6592 weeks
3016.32179 -.68626 (301*2π)/6592 weeks
3025.94746 .59526 (302*2π)/6592 weeks
3035.27515 1.30806 (303*2π)/6592 weeks
3043.97779 1.64114 (304*2π)/6592 weeks
3052.76204 1.1459 (305*2π)/6592 weeks
3061.59989 .16424 (306*2π)/6592 weeks
3071.41598 -1.90019 (307*2π)/6592 weeks
3082.23585 -3.52919 (308*2π)/6592 weeks
3093.97411 -4.57187 (309*2π)/6592 weeks
3106.26124 -4.92181 (310*2π)/6592 weeks
3117.94525 -3.61532 (311*2π)/6592 weeks
3129.14147 -1.82892 (312*2π)/6592 weeks
3139.09339 -.08935 (313*2π)/6592 weeks
3148.35144 1.33199 (314*2π)/6592 weeks
3157.36731 2.5636 (315*2π)/6592 weeks
3165.75827 3.25373 (316*2π)/6592 weeks
3174.093 2.69406 (317*2π)/6592 weeks
3182.8489 1.71024 (318*2π)/6592 weeks
3192.36733 -.21692 (319*2π)/6592 weeks
3203.01379 -2.09995 (320*2π)/6592 weeks
3214.8058 -2.63973 (321*2π)/6592 weeks
3226.65647 -2.38222 (322*2π)/6592 weeks
3237.74654 -1.39002 (323*2π)/6592 weeks
3248.46932 .42901 (324*2π)/6592 weeks
3257.55695 2.54984 (325*2π)/6592 weeks
3265.56577 3.30462 (326*2π)/6592 weeks
3274.02801 3.18364 (327*2π)/6592 weeks
3282.83209 2.04524 (328*2π)/6592 weeks
3292.09901 .49631 (329*2π)/6592 weeks
3302.09901 -.49631 (330*2π)/6592 weeks
3312.83209 -2.04524 (331*2π)/6592 weeks
3324.02801 -3.18364 (332*2π)/6592 weeks
3335.56577 -3.30462 (333*2π)/6592 weeks
3347.55695 -2.54984 (334*2π)/6592 weeks
3358.46932 -.42901 (335*2π)/6592 weeks
3367.74654 1.39002 (336*2π)/6592 weeks
3376.65647 2.38222 (337*2π)/6592 weeks
3384.8058 2.63973 (338*2π)/6592 weeks
3393.01379 2.09995 (339*2π)/6592 weeks
3402.36733 .21692 (340*2π)/6592 weeks
3412.8489 -1.71024 (341*2π)/6592 weeks
3424.093 -2.69406 (342*2π)/6592 weeks
3435.75827 -3.25373 (343*2π)/6592 weeks
3447.36731 -2.5636 (344*2π)/6592 weeks
3458.35144 -1.33199 (345*2π)/6592 weeks
3469.09339 .08935 (346*2π)/6592 weeks
3479.14147 1.82892 (347*2π)/6592 weeks
3487.94525 3.61532 (348*2π)/6592 weeks
3496.26124 4.92181 (349*2π)/6592 weeks
3503.97411 4.57187 (350*2π)/6592 weeks
3512.23585 3.52919 (351*2π)/6592 weeks
3521.41598 1.90019 (352*2π)/6592 weeks
3531.59989 -.16424 (353*2π)/6592 weeks
3542.76204 -1.1459 (354*2π)/6592 weeks
3553.97779 -1.64114 (355*2π)/6592 weeks
3565.27515 -1.30806 (356*2π)/6592 weeks
3575.94746 -.59526 (357*2π)/6592 weeks
3586.32179 .68626 (358*2π)/6592 weeks
3596.21986 1.74208 (359*2π)/6592 weeks
3605.18616 2.88651 (360*2π)/6592 weeks
3613.36052 3.72605 (361*2π)/6592 weeks
3621.14266 2.85015 (362*2π)/6592 weeks
363.49262 .63992 (363*2π)/6592 weeks
364.67996 -1.25846 (364*2π)/6592 weeks
3651.49401 -2.30925 (365*2π)/6592 weeks
3663.08774 -3.20498 (366*2π)/6592 weeks
3674.50399 -3.10206 (367*2π)/6592 weeks
3685.91148 -2.06538 (368*2π)/6592 weeks
3696.13474 -1.15335 (369*2π)/6592 weeks
3706.07749 .36924 (370*2π)/6592 weeks
3715.1224 1.50251 (371*2π)/6592 weeks
3723.5654 1.47729 (372*2π)/6592 weeks
3732.63561 .8229 (373*2π)/6592 weeks
3742.07493 -.38773 (374*2π)/6592 weeks
3752.41854 -1.40053 (375*2π)/6592 weeks
3762.94615 -2.41556 (376*2π)/6592 weeks
3774.14391 -2.57977 (377*2π)/6592 weeks
3785.49557 -1.96851 (378*2π)/6592 weeks
3795.65746 -1.02573 (379*2π)/6592 weeks
3805.80451 -.10695 (380*2π)/6592 weeks
3815.59279 .59489 (381*2π)/6592 weeks
3824.90469 1.61799 (382*2π)/6592 weeks
3833.3527 2.70509 (383*2π)/6592 weeks
3841.14758 2.39139 (384*2π)/6592 weeks
385-.65744 .23092 (385*2π)/6592 weeks
386-1.0616 -2.65865 (386*2π)/6592 weeks
3871.10012 -4.45506 (387*2π)/6592 weeks
3883.36254 -5.22975 (388*2π)/6592 weeks
3895.0548 -4.61473 (389*2π)/6592 weeks
3906.28659 -2.64238 (390*2π)/6592 weeks
3916.39631 -1.32441 (391*2π)/6592 weeks
3925.30071 -.11552 (392*2π)/6592 weeks
3933.73658 1.18432 (393*2π)/6592 weeks
3942.42954 .48867 (394*2π)/6592 weeks
395.67494 -1.02251 (395*2π)/6592 weeks
396.50144 -2.48927 (396*2π)/6592 weeks
3971.58311 -3.99433 (397*2π)/6592 weeks
3982.02274 -5.15234 (398*2π)/6592 weeks
3993.34651 -5.7281 (399*2π)/6592 weeks
4005.34263 -5.8567 (400*2π)/6592 weeks
4016.71986 -5.37574 (401*2π)/6592 weeks
4027.56908 -3.5537 (402*2π)/6592 weeks
4038.0347 -1.59692 (403*2π)/6592 weeks
4046.74574 -.45281 (404*2π)/6592 weeks
4054.43644 .24185 (405*2π)/6592 weeks
4063.73223 -.37702 (406*2π)/6592 weeks
4073.02757 -1.97127 (407*2π)/6592 weeks
4082.75973 -3.38361 (408*2π)/6592 weeks
4093.93769 -4.18698 (409*2π)/6592 weeks
4105.4519 -4.15859 (410*2π)/6592 weeks
4116.49949 -3.94053 (411*2π)/6592 weeks
4126.79789 -2.83901 (412*2π)/6592 weeks
4136.83523 -1.66153 (413*2π)/6592 weeks
4146.66042 -.83725 (414*2π)/6592 weeks
4155.53675 -.67704 (415*2π)/6592 weeks
4164.73738 -.38403 (416*2π)/6592 weeks
4173.99383 -.58828 (417*2π)/6592 weeks
4183.45262 -1.49088 (418*2π)/6592 weeks
4192.86969 -2.22466 (419*2π)/6592 weeks
4203.07136 -3.37989 (420*2π)/6592 weeks
4214.28845 -4.61553 (421*2π)/6592 weeks
4226.06429 -4.66002 (422*2π)/6592 weeks
4237.22753 -3.28553 (423*2π)/6592 weeks
4247.04483 -1.55771 (424*2π)/6592 weeks
4256.02393 -.91097 (425*2π)/6592 weeks
4264.90925 -.74741 (426*2π)/6592 weeks
4273.95367 -1.37422 (427*2π)/6592 weeks
4283.83496 -2.22746 (428*2π)/6592 weeks
4294.00509 -2.78513 (429*2π)/6592 weeks
4304.0688 -3.95303 (430*2π)/6592 weeks
4314.92613 -4.65995 (431*2π)/6592 weeks
4326.92034 -4.73635 (432*2π)/6592 weeks
4338.43173 -3.37742 (433*2π)/6592 weeks
4348.07005 -1.49024 (434*2π)/6592 weeks
4357.45342 -.63657 (435*2π)/6592 weeks
4366.88182 -.14496 (436*2π)/6592 weeks
4375.85477 .45895 (437*2π)/6592 weeks
4384.96511 .66061 (438*2π)/6592 weeks
4393.78312 -.19183 (439*2π)/6592 weeks
4403.19437 -.93734 (440*2π)/6591 weeks
4413.07998 -2.01084 (441*2π)/6591 weeks
4423.86315 -3.57214 (442*2π)/6591 weeks
4435.33519 -3.79434 (443*2π)/6591 weeks
4446.75076 -3.18078 (444*2π)/6591 weeks
4457.85451 -1.59806 (445*2π)/6591 weeks
4467.12917 .48693 (446*2π)/6591 weeks
4475.66629 1.96946 (447*2π)/6591 weeks
4483.62066 1.79975 (448*2π)/6591 weeks
4491.70923 .68386 (449*2π)/6591 weeks
450.81025 -.51109 (450*2π)/6591 weeks
451.9062 -2.60272 (451*2π)/6591 weeks
4521.67009 -4.34338 (452*2π)/6591 weeks
4533.06882 -4.90668 (453*2π)/6591 weeks
4545.26423 -5.04537 (454*2π)/6591 weeks
4556.49491 -3.71874 (455*2π)/6591 weeks
4566.18748 -1.76842 (456*2π)/6591 weeks
4575.60765 -1.01108 (457*2π)/6591 weeks
4584.60815 -.77317 (458*2π)/6591 weeks
4594.1482 -.47542 (459*2π)/6591 weeks
4603.42575 -.04426 (460*2π)/6591 weeks
4612.17342 -.72931 (461*2π)/6591 weeks
4621.08794 -1.49789 (462*2π)/6591 weeks
463.586 -2.80118 (463*2π)/6591 weeks
4641.2412 -4.36687 (464*2π)/6591 weeks
4652.26405 -5.1046 (465*2π)/6591 weeks
4663.65657 -5.2886 (466*2π)/6591 weeks
4674.37851 -4.563 (467*2π)/6591 weeks
4684.29434 -3.56988 (468*2π)/6591 weeks
4693.83323 -2.84903 (469*2π)/6591 weeks
4702.9744 -3.05079 (470*2π)/6591 weeks
4712.10084 -3.69391 (471*2π)/6591 weeks
4721.77764 -4.38489 (472*2π)/6591 weeks
4732.1376 -5.98554 (473*2π)/6591 weeks
4742.71792 -6.88978 (474*2π)/6591 weeks
4754.03183 -7.18196 (475*2π)/6591 weeks
4765.84438 -7.72083 (476*2π)/6591 weeks
4776.9734 -6.47782 (477*2π)/6591 weeks
4787.84002 -4.57197 (478*2π)/6591 weeks
4797.47153 -3.12693 (479*2π)/6591 weeks
4805.79786 -2.49986 (480*2π)/6591 weeks
4814.69707 -1.97294 (481*2π)/6591 weeks
4823.81578 -2.12956 (482*2π)/6591 weeks
4832.3357 -3.12201 (483*2π)/6591 weeks
4841.20644 -4.81244 (484*2π)/6591 weeks
4852.01186 -7.42309 (485*2π)/6591 weeks
4864.33946 -9.10965 (486*2π)/6591 weeks
4876.75318 -9.13793 (487*2π)/6591 weeks
4889.23107 -7.79062 (488*2π)/6591 weeks
48910.98713 -4.89383 (489*2π)/6591 weeks
49010.4926 -1.78612 (490*2π)/6591 weeks
4917.86043 .90014 (491*2π)/6591 weeks
4924.65417 1.12503 (492*2π)/6591 weeks
4932.10285 -.6323 (493*2π)/6591 weeks
494.83132 -3.03538 (494*2π)/6591 weeks
4951.45393 -5.3929 (495*2π)/6591 weeks
4962.75802 -6.82845 (496*2π)/6591 weeks
4973.96172 -7.52216 (497*2π)/6591 weeks
4985.38734 -7.83331 (498*2π)/6591 weeks
4997.94767 -7.6516 (499*2π)/6591 weeks
5009.92768 -5.79648 (500*2π)/6591 weeks
5019.54035 -2.4391 (501*2π)/6591 weeks
5027.58838 -.44799 (502*2π)/6591 weeks
5035.44339 .20049 (503*2π)/6591 weeks
5043.13898 -.38691 (504*2π)/6591 weeks
5051.46715 -1.7444 (505*2π)/6591 weeks
506.21783 -3.627 (506*2π)/6591 weeks
507.26611 -6.64739 (507*2π)/6591 weeks
5081.9055 -9.12804 (508*2π)/6591 weeks
5095.03696 -10.35251 (509*2π)/6591 weeks
5108.25072 -9.91607 (510*2π)/6591 weeks
51111.08124 -7.35679 (511*2π)/6591 weeks
51212.11486 -3.29158 (512*2π)/6591 weeks
51310.10898 1.12606 (513*2π)/6591 weeks
5145.85039 2.79994 (514*2π)/6591 weeks
5151.8072 2.41141 (515*2π)/6591 weeks
516-1.80737 .28388 (516*2π)/6591 weeks
517-4.01959 -3.79623 (517*2π)/6591 weeks
518-4.14161 -8.95179 (518*2π)/6591 weeks
519-1.34455 -13.44673 (519*2π)/6591 weeks
5203.63127 -15.62899 (520*2π)/6591 weeks
5219.01488 -15.80169 (521*2π)/6591 weeks
52214.10234 -12.8712 (522*2π)/6591 weeks
52316.98132 -7.05075 (523*2π)/6591 weeks
52416.18258 -1.01584 (524*2π)/6591 weeks
52512.19737 3.65003 (525*2π)/6591 weeks
5267.16987 5.54549 (526*2π)/6591 weeks
5271.83665 4.77537 (527*2π)/6591 weeks
528-3.14754 1.15068 (528*2π)/6591 weeks
529-4.63851 -4.27264 (529*2π)/6591 weeks
530-2.5154 -9.43122 (530*2π)/6591 weeks
5311.26727 -12.28788 (531*2π)/6591 weeks
5325.38914 -12.05901 (532*2π)/6591 weeks
5338.5254 -10.49301 (533*2π)/6591 weeks
53410.35997 -7.95069 (534*2π)/6591 weeks
53510.18612 -4.61932 (535*2π)/6591 weeks
5368.68872 -2.08108 (536*2π)/6591 weeks
5376.27124 -.86294 (537*2π)/6591 weeks
5383.16449 -1.10493 (538*2π)/6591 weeks
539.29792 -2.54148 (539*2π)/6591 weeks
540-.93228 -6.4966 (540*2π)/6591 weeks
541.81576 -10.76553 (541*2π)/6591 weeks
5424.52915 -12.38435 (542*2π)/6591 weeks
5438.48137 -11.91616 (543*2π)/6591 weeks
54411.43097 -9.62925 (544*2π)/6591 weeks
54513.55549 -5.84304 (545*2π)/6591 weeks
54613.37508 -1.4543 (546*2π)/6591 weeks
54710.26728 3.01936 (547*2π)/6591 weeks
5485.64829 5.26477 (548*2π)/6591 weeks
549-.26583 4.68026 (549*2π)/6591 weeks
550-5.20996 .64543 (550*2π)/6591 weeks
551-6.24694 -4.59381 (551*2π)/6591 weeks
552-5.49224 -9.48315 (552*2π)/6591 weeks
553-2.53295 -13.47603 (553*2π)/6591 weeks
5541.29086 -15.12761 (554*2π)/6591 weeks
5556.48815 -15.23501 (555*2π)/6591 weeks
55611.36205 -13.27218 (556*2π)/6591 weeks
55713.7574 -6.90131 (557*2π)/6591 weeks
55812.16101 .83874 (558*2π)/6591 weeks
5595.48584 4.16153 (559*2π)/6591 weeks
560-2.11615 2.80311 (560*2π)/6591 weeks
561-6.77087 -1.68116 (561*2π)/6591 weeks
562-8.47666 -7.72248 (562*2π)/6591 weeks
563-7.18928 -13.32646 (563*2π)/6591 weeks
564-3.52026 -17.54885 (564*2π)/6591 weeks
5651.47067 -20.19496 (565*2π)/6591 weeks
5666.60002 -19.17005 (566*2π)/6591 weeks
56711.98543 -16.43085 (567*2π)/6591 weeks
56814.24809 -10.51218 (568*2π)/6591 weeks
56911.69619 -4.17176 (569*2π)/6591 weeks
5706.64416 -.87812 (570*2π)/6591 weeks
571.66111 -1.95709 (571*2π)/6591 weeks
572-4.27243 -5.88872 (572*2π)/6591 weeks
573-6.00862 -11.03613 (573*2π)/6591 weeks
574-4.67549 -17.15613 (574*2π)/6591 weeks
575-.16828 -23.19371 (575*2π)/6591 weeks
5767.04246 -25.35512 (576*2π)/6591 weeks
57715.62223 -22.98858 (577*2π)/6591 weeks
57821.20278 -16.87101 (578*2π)/6591 weeks
57922.97986 -7.61289 (579*2π)/6591 weeks
58020.43438 1.96435 (580*2π)/6591 weeks
58112.01453 6.92433 (581*2π)/6591 weeks
5821.94786 7.45665 (582*2π)/6591 weeks
583-4.97508 4.6056 (583*2π)/6591 weeks
584-10.02934 -1.97959 (584*2π)/6591 weeks
585-12.71972 -9.8816 (585*2π)/6591 weeks
586-11.00287 -18.30007 (586*2π)/6591 weeks
587-4.79276 -24.28491 (587*2π)/6591 weeks
5883.15542 -25.9271 (588*2π)/6591 weeks
5899.97313 -24.1156 (589*2π)/6591 weeks
59014.00225 -18.64772 (590*2π)/6591 weeks
59115.64075 -11.4841 (591*2π)/6591 weeks
59213.50581 -5.3157 (592*2π)/6591 weeks
5935.6881 -1.6737 (593*2π)/6591 weeks
594-1.35033 -1.40905 (594*2π)/6591 weeks
595-7.07896 -5.81831 (595*2π)/6591 weeks
596-11.88041 -14.02773 (596*2π)/6591 weeks
597-11.69095 -22.7027 (597*2π)/6591 weeks
598-6.00721 -30.27074 (598*2π)/6591 weeks
5992.98296 -34.24763 (599*2π)/6591 weeks
60010.88654 -32.93995 (600*2π)/6591 weeks
60117.86559 -28.1676 (601*2π)/6591 weeks
60221.63148 -22.18365 (602*2π)/6591 weeks
60320.92731 -15.10509 (603*2π)/6591 weeks
60417.38743 -8.33748 (604*2π)/6591 weeks
60510.66988 -4.74524 (605*2π)/6591 weeks
6064.09145 -6.41444 (606*2π)/6591 weeks
607-1.39434 -12.33072 (607*2π)/6591 weeks
608-2.43719 -19.07438 (608*2π)/6591 weeks
6091.97724 -25.23069 (609*2π)/6591 weeks
6108.41702 -26.93124 (610*2π)/6591 weeks
61113.92434 -24.85 (611*2π)/6591 weeks
61215.00903 -20.36753 (612*2π)/6591 weeks
61315.62093 -16.30321 (613*2π)/6591 weeks
61414.72937 -12.80053 (614*2π)/6591 weeks
6159.01888 -10.5538 (615*2π)/6591 weeks
6164.33691 -10.56021 (616*2π)/6591 weeks
617-.36478 -14.90148 (617*2π)/6591 weeks
618-1.23359 -21.17508 (618*2π)/6591 weeks
619.82768 -26.76796 (619*2π)/6591 weeks
6205.21377 -30.37689 (620*2π)/6591 weeks
62111.50488 -30.94155 (621*2π)/6591 weeks
62215.98573 -28.64678 (622*2π)/6591 weeks
62318.98266 -24.91038 (623*2π)/6591 weeks
62420.54725 -19.84728 (624*2π)/6591 weeks
62520.34538 -11.4953 (625*2π)/6591 weeks
62612.96624 -4.69749 (626*2π)/6591 weeks
627-1.29789 -3.20782 (627*2π)/6591 weeks
628-13.10572 -12.58031 (628*2π)/6591 weeks
629-18.37137 -27.37004 (629*2π)/6591 weeks
630-12.1879 -41.38646 (630*2π)/6591 weeks
631-3.18829 -49.49843 (631*2π)/6591 weeks
6325.53071 -51.71358 (632*2π)/6591 weeks
63315.71744 -52.2715 (633*2π)/6591 weeks
63422.80875 -50.41595 (634*2π)/6591 weeks
63530.10581 -46.38585 (635*2π)/6591 weeks
63634.63095 -36.11174 (636*2π)/6591 weeks
63733.99784 -26.01762 (637*2π)/6591 weeks
63826.09884 -20.4758 (638*2π)/6591 weeks
63916.02199 -18.0038 (639*2π)/6591 weeks
6408.56936 -18.98718 (640*2π)/6591 weeks
641-4.39899 -27.85989 (641*2π)/6591 weeks
642-8.48275 -43.26603 (642*2π)/6591 weeks
643-.03107 -62.08497 (643*2π)/6591 weeks
64416.86293 -69.65991 (644*2π)/6591 weeks
64531.69928 -62.67243 (645*2π)/6591 weeks
64638.61697 -51.4161 (646*2π)/6591 weeks
64737.3308 -45.68963 (647*2π)/6591 weeks
64826.35703 -31.61725 (648*2π)/6591 weeks
64910.39047 -24.25331 (649*2π)/6591 weeks
650-22.01485 -43.24435 (650*2π)/6591 weeks
651-45.80273 -76.9481 (651*2π)/6591 weeks
652-30.14444 -126.2731 (652*2π)/6591 weeks
653-1.85088 -169.0428 (653*2π)/6591 weeks
65415.61095 -198.9617 (654*2π)/6591 weeks
65561.05422 -227.3238 (655*2π)/6591 weeks
656147.7986 -293.3745 (656*2π)/6591 weeks
657262.0551 -305.2443 (657*2π)/6591 weeks



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