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Fourier Analysis of TEAR (TearLab Corp)


TEAR (TearLab Corp) appears to have interesting cyclic behaviour every 45 weeks (67.0893*sine), 42 weeks (64.2773*sine), and 48 weeks (58.9381*sine).

TEAR (TearLab Corp) has an average price of 270.18 (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 11/6/2017 for TEAR (TearLab Corp), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0270.1786   0 
1411.3908 172.927 (1*2π)/675675 weeks
2265.3637 299.1324 (2*2π)/675338 weeks
3153.7201 286.012 (3*2π)/675225 weeks
460.69036 226.8599 (4*2π)/675169 weeks
520.93921 201.4547 (5*2π)/675135 weeks
63.95665 166.2965 (6*2π)/675113 weeks
7-28.41773 128.9779 (7*2π)/67596 weeks
8-46.16444 87.93475 (8*2π)/67584 weeks
9-24.46471 47.59892 (9*2π)/67575 weeks
101.22468 23.65349 (10*2π)/67568 weeks
1122.88938 31.04227 (11*2π)/67561 weeks
1237.45749 39.40533 (12*2π)/67556 weeks
1335.68538 46.62545 (13*2π)/67552 weeks
1433.56514 58.93807 (14*2π)/67548 weeks
1523.46604 67.08932 (15*2π)/67545 weeks
165.73714 64.27727 (16*2π)/67542 weeks
17-7.40812 50.49306 (17*2π)/67540 weeks
18-6.28099 33.41306 (18*2π)/67538 weeks
192.04833 20.16146 (19*2π)/67536 weeks
2012.69173 18.89008 (20*2π)/67534 weeks
2121.41687 17.16758 (21*2π)/67532 weeks
2228.37596 21.33878 (22*2π)/67531 weeks
2334.07022 30.82155 (23*2π)/67529 weeks
2433.53687 39.76708 (24*2π)/67528 weeks
2526.12837 46.78362 (25*2π)/67527 weeks
2618.96931 49.93938 (26*2π)/67526 weeks
2711.79315 52.24303 (27*2π)/67525 weeks
283.22649 49.7246 (28*2π)/67524 weeks
29-6.43053 46.28283 (29*2π)/67523 weeks
30-14.2395 37.58344 (30*2π)/67523 weeks
31-17.4015 22.27917 (31*2π)/67522 weeks
32-10.67698 9.50213 (32*2π)/67521 weeks
331.92477 2.37264 (33*2π)/67520 weeks
3414.33645 6.00052 (34*2π)/67520 weeks
3520.74549 12.96519 (35*2π)/67519 weeks
3620.00381 20.0261 (36*2π)/67519 weeks
3718.22294 24.76273 (37*2π)/67518 weeks
3815.19562 28.24951 (38*2π)/67518 weeks
3910.82942 30.33263 (39*2π)/67517 weeks
404.82534 29.49973 (40*2π)/67517 weeks
41.69503 26.00423 (41*2π)/67516 weeks
42-1.19999 20.64798 (42*2π)/67516 weeks
43-.41017 14.66274 (43*2π)/67516 weeks
443.95924 10.41787 (44*2π)/67515 weeks
458.58678 10.37254 (45*2π)/67515 weeks
4614.12036 11.93843 (46*2π)/67515 weeks
4714.99689 15.56888 (47*2π)/67514 weeks
4814.87722 19.63971 (48*2π)/67514 weeks
4914.3528 23.34929 (49*2π)/67514 weeks
509.24475 26.01235 (50*2π)/67514 weeks
513.08367 25.31249 (51*2π)/67513 weeks
52-1.83989 20.45458 (52*2π)/67513 weeks
53-1.68743 13.50856 (53*2π)/67513 weeks
541.80249 7.01384 (54*2π)/67513 weeks
557.85548 5.07067 (55*2π)/67512 weeks
5615.30192 6.95726 (56*2π)/67512 weeks
5720.17038 12.25703 (57*2π)/67512 weeks
5821.26745 18.31477 (58*2π)/67512 weeks
5918.57996 25.39619 (59*2π)/67511 weeks
6013.8851 31.05603 (60*2π)/67511 weeks
616.66432 33.09487 (61*2π)/67511 weeks
62-2.19905 32.31132 (62*2π)/67511 weeks
63-8.8128 26.45129 (63*2π)/67511 weeks
64-11.6625 17.50197 (64*2π)/67511 weeks
65-10.70399 9.10536 (65*2π)/67510 weeks
66-5.01664 4.26051 (66*2π)/67510 weeks
672.27947 1.22415 (67*2π)/67510 weeks
688.52979 1.68069 (68*2π)/67510 weeks
6913.99582 7.83557 (69*2π)/67510 weeks
7015.67086 13.93348 (70*2π)/67510 weeks
7112.88973 19.60944 (71*2π)/67510 weeks
727.55425 24.38115 (72*2π)/6759 weeks
73.97919 25.50693 (73*2π)/6759 weeks
74-6.3368 22.68358 (74*2π)/6759 weeks
75-11.5273 16.03731 (75*2π)/6759 weeks
76-12.35356 7.96773 (76*2π)/6759 weeks
77-9.18841 .97972 (77*2π)/6759 weeks
78-3.56811 -5.05799 (78*2π)/6759 weeks
792.97212 -7.79444 (79*2π)/6759 weeks
8012.46294 -6.35685 (80*2π)/6758 weeks
8120.52344 -1.08718 (81*2π)/6758 weeks
8222.50542 7.90075 (82*2π)/6758 weeks
8320.54525 16.70882 (83*2π)/6758 weeks
8415.19838 22.50179 (84*2π)/6758 weeks
856.99637 24.77774 (85*2π)/6758 weeks
86.11721 22.77986 (86*2π)/6758 weeks
87-4.45772 17.09617 (87*2π)/6758 weeks
88-5.95224 11.37783 (88*2π)/6758 weeks
89-4.3533 6.38079 (89*2π)/6758 weeks
90.03474 2.10758 (90*2π)/6758 weeks
915.38326 .64951 (91*2π)/6757 weeks
9210.62201 3.38849 (92*2π)/6757 weeks
9313.9077 8.8132 (93*2π)/6757 weeks
9412.43512 14.79289 (94*2π)/6757 weeks
957.60774 18.57743 (95*2π)/6757 weeks
963.21211 19.7067 (96*2π)/6757 weeks
97-2.26064 17.99632 (97*2π)/6757 weeks
98-6.09584 14.64529 (98*2π)/6757 weeks
99-8.04124 9.56009 (99*2π)/6757 weeks
100-7.56816 3.7343 (100*2π)/6757 weeks
101-4.05203 -1.30841 (101*2π)/6757 weeks
1021.95578 -4.46376 (102*2π)/6757 weeks
1038.74559 -2.67137 (103*2π)/6757 weeks
10413.77569 3.70108 (104*2π)/6756 weeks
10513.07188 9.84069 (105*2π)/6756 weeks
1068.33501 14.19778 (106*2π)/6756 weeks
1073.96767 15.53517 (107*2π)/6756 weeks
108-.14666 14.08883 (108*2π)/6756 weeks
109-3.98944 11.63692 (109*2π)/6756 weeks
110-5.99805 7.42228 (110*2π)/6756 weeks
111-5.96025 2.79829 (111*2π)/6756 weeks
112-3.7421 -2.49086 (112*2π)/6756 weeks
1131.47795 -5.11176 (113*2π)/6756 weeks
1147.02225 -4.57231 (114*2π)/6756 weeks
11511.16307 -2.03647 (115*2π)/6756 weeks
11613.17466 2.6092 (116*2π)/6756 weeks
11713.01012 6.77384 (117*2π)/6756 weeks
11810.68333 9.9015 (118*2π)/6756 weeks
1197.62931 11.88959 (119*2π)/6756 weeks
1203.83137 11.95642 (120*2π)/6756 weeks
121.33333 10.0943 (121*2π)/6756 weeks
122-.87782 5.94326 (122*2π)/6756 weeks
123.56266 2.23807 (123*2π)/6755 weeks
1243.23744 1.00531 (124*2π)/6755 weeks
1256.22567 .89249 (125*2π)/6755 weeks
1268.51297 2.06506 (126*2π)/6755 weeks
1279.93959 4.48433 (127*2π)/6755 weeks
12810.17256 7.6519 (128*2π)/6755 weeks
1298.44324 10.10356 (129*2π)/6755 weeks
1305.5075 11.70811 (130*2π)/6755 weeks
1311.74339 12.13457 (131*2π)/6755 weeks
132-2.06593 9.64583 (132*2π)/6755 weeks
133-4.50278 5.09734 (133*2π)/6755 weeks
134-3.47885 -.15587 (134*2π)/6755 weeks
135.77282 -4.36043 (135*2π)/6755 weeks
1365.69834 -5.50862 (136*2π)/6755 weeks
13710.70493 -4.14484 (137*2π)/6755 weeks
13815.06013 -.48152 (138*2π)/6755 weeks
13916.63313 5.10135 (139*2π)/6755 weeks
14015.11352 11.03435 (140*2π)/6755 weeks
14110.64437 14.70637 (141*2π)/6755 weeks
1425.24919 15.59055 (142*2π)/6755 weeks
143.54883 14.42676 (143*2π)/6755 weeks
144-3.11345 10.65015 (144*2π)/6755 weeks
145-4.39839 5.71881 (145*2π)/6755 weeks
146-3.08328 1.46328 (146*2π)/6755 weeks
147.04019 -1.51837 (147*2π)/6755 weeks
1483.72187 -2.76689 (148*2π)/6755 weeks
1497.64326 -2.36866 (149*2π)/6755 weeks
15011.21245 .69359 (150*2π)/6755 weeks
15111.68999 5.01807 (151*2π)/6754 weeks
1529.89866 8.352 (152*2π)/6754 weeks
1536.77635 9.98476 (153*2π)/6754 weeks
1543.7427 9.98952 (154*2π)/6754 weeks
1551.16763 8.18037 (155*2π)/6754 weeks
156-.01175 5.66192 (156*2π)/6754 weeks
157.56133 2.95774 (157*2π)/6754 weeks
1581.78983 1.32327 (158*2π)/6754 weeks
1593.52365 .17969 (159*2π)/6754 weeks
1605.83532 -.07388 (160*2π)/6754 weeks
1617.87016 .63133 (161*2π)/6754 weeks
1629.52006 2.74463 (162*2π)/6754 weeks
1639.40354 6.0862 (163*2π)/6754 weeks
1647.51508 7.67507 (164*2π)/6754 weeks
1655.17185 7.57539 (165*2π)/6754 weeks
1663.77687 7.28584 (166*2π)/6754 weeks
1672.62089 6.63775 (167*2π)/6754 weeks
1681.40252 5.23284 (168*2π)/6754 weeks
169.81608 2.98721 (169*2π)/6754 weeks
1702.00643 .67862 (170*2π)/6754 weeks
1714.36273 -1.07136 (171*2π)/6754 weeks
1727.40903 -.9461 (172*2π)/6754 weeks
17310.12102 1.42567 (173*2π)/6754 weeks
17410.71424 4.35257 (174*2π)/6754 weeks
1759.34297 7.37672 (175*2π)/6754 weeks
1767.11272 8.84588 (176*2π)/6754 weeks
1774.76835 8.88685 (177*2π)/6754 weeks
1782.27471 7.67782 (178*2π)/6754 weeks
1791.12162 5.42003 (179*2π)/6754 weeks
1802.01677 3.32792 (180*2π)/6754 weeks
1813.14882 2.16598 (181*2π)/6754 weeks
1824.24145 2.21688 (182*2π)/6754 weeks
1835.61994 2.31716 (183*2π)/6754 weeks
1846.70077 2.33499 (184*2π)/6754 weeks
1857.35191 3.96944 (185*2π)/6754 weeks
1867.42104 5.87654 (186*2π)/6754 weeks
1876.41979 6.84617 (187*2π)/6754 weeks
1884.34598 7.47093 (188*2π)/6754 weeks
1893.46317 7.09249 (189*2π)/6754 weeks
1902.37241 6.08985 (190*2π)/6754 weeks
1911.58241 5.23234 (191*2π)/6754 weeks
1922.03769 4.02747 (192*2π)/6754 weeks
1932.34565 3.13964 (193*2π)/6753 weeks
1943.11356 2.90827 (194*2π)/6753 weeks
1954.10606 3.11446 (195*2π)/6753 weeks
1964.38262 3.68506 (196*2π)/6753 weeks
1974.04106 4.65086 (197*2π)/6753 weeks
1983.07533 5.31824 (198*2π)/6753 weeks
1991.92453 4.8673 (199*2π)/6753 weeks
200.99467 4.01082 (200*2π)/6753 weeks
201.71588 2.34887 (201*2π)/6753 weeks
2021.22355 1.14726 (202*2π)/6753 weeks
2032.18354 .61765 (203*2π)/6753 weeks
2043.59962 .1978 (204*2π)/6753 weeks
2054.18567 .50373 (205*2π)/6753 weeks
2064.57392 .71815 (206*2π)/6753 weeks
2075.55858 1.08067 (207*2π)/6753 weeks
2086.11485 1.78638 (208*2π)/6753 weeks
2096.28544 3.70876 (209*2π)/6753 weeks
2105.10581 4.96504 (210*2π)/6753 weeks
2112.99627 4.79983 (211*2π)/6753 weeks
2121.67943 4.27331 (212*2π)/6753 weeks
213.91156 2.60647 (213*2π)/6753 weeks
214.69782 .66556 (214*2π)/6753 weeks
2151.62006 -.49887 (215*2π)/6753 weeks
2163.33152 -1.75674 (216*2π)/6753 weeks
2175.13828 -2.00567 (217*2π)/6753 weeks
2186.78469 -.65874 (218*2π)/6753 weeks
2197.7249 1.10786 (219*2π)/6753 weeks
2206.86352 2.9082 (220*2π)/6753 weeks
2215.58209 3.65633 (221*2π)/6753 weeks
2224.20871 3.60381 (222*2π)/6753 weeks
2232.96767 2.40181 (223*2π)/6753 weeks
2243.05278 1.31348 (224*2π)/6753 weeks
2253.59714 .3788 (225*2π)/6753 weeks
2264.23261 -.5238 (226*2π)/6753 weeks
2275.42612 -.38299 (227*2π)/6753 weeks
2286.46978 -.21792 (228*2π)/6753 weeks
2296.96496 .41292 (229*2π)/6753 weeks
2307.61383 1.09417 (230*2π)/6753 weeks
2318.30439 2.20984 (231*2π)/6753 weeks
2327.53603 4.18082 (232*2π)/6753 weeks
2335.84867 4.94066 (233*2π)/6753 weeks
2344.51737 4.1161 (234*2π)/6753 weeks
2353.67654 3.2174 (235*2π)/6753 weeks
2363.8508 2.63853 (236*2π)/6753 weeks
2373.78686 1.92471 (237*2π)/6753 weeks
2384.1752 .99651 (238*2π)/6753 weeks
2395.17493 .66128 (239*2π)/6753 weeks
2406.12367 1.00759 (240*2π)/6753 weeks
2417.11519 1.96065 (241*2π)/6753 weeks
2426.8617 3.61439 (242*2π)/6753 weeks
2435.44223 4.69909 (243*2π)/6753 weeks
2443.85399 4.40205 (244*2π)/6753 weeks
2453.00871 3.07476 (245*2π)/6753 weeks
2462.87174 1.91477 (246*2π)/6753 weeks
2473.36028 1.37138 (247*2π)/6753 weeks
2484.04552 .55612 (248*2π)/6753 weeks
2494.72812 .34116 (249*2π)/6753 weeks
2505.41399 .64979 (250*2π)/6753 weeks
2516.55569 .90506 (251*2π)/6753 weeks
2526.69657 1.6446 (252*2π)/6753 weeks
2536.63767 2.76868 (253*2π)/6753 weeks
2546.38426 3.82216 (254*2π)/6753 weeks
2555.33937 4.03623 (255*2π)/6753 weeks
2563.9111 4.16023 (256*2π)/6753 weeks
2572.83665 3.48442 (257*2π)/6753 weeks
2582.98187 1.96874 (258*2π)/6753 weeks
2593.33306 .44304 (259*2π)/6753 weeks
2604.0988 .09561 (260*2π)/6753 weeks
2616.45599 .14448 (261*2π)/6753 weeks
2627.504 1.07927 (262*2π)/6753 weeks
2637.51084 3.27787 (263*2π)/6753 weeks
2647.09763 4.84974 (264*2π)/6753 weeks
2655.50645 5.46657 (265*2π)/6753 weeks
2663.73591 5.90638 (266*2π)/6753 weeks
2672.55845 5.32643 (267*2π)/6753 weeks
2681.59254 4.03193 (268*2π)/6753 weeks
269.66358 3.3401 (269*2π)/6753 weeks
270.8018 1.63832 (270*2π)/6753 weeks
2711.44323 -.34133 (271*2π)/6752 weeks
2722.77738 -.63268 (272*2π)/6752 weeks
2735.00953 -.55059 (273*2π)/6752 weeks
2745.72363 .31076 (274*2π)/6752 weeks
2756.0155 2.02098 (275*2π)/6752 weeks
2766.01237 3.63739 (276*2π)/6752 weeks
2774.21098 4.65665 (277*2π)/6752 weeks
2782.13682 5.07699 (278*2π)/6752 weeks
279.38864 4.09057 (279*2π)/6752 weeks
280-1.1 1.31772 (280*2π)/6752 weeks
281-.33716 -1.06636 (281*2π)/6752 weeks
2821.86977 -2.49924 (282*2π)/6752 weeks
2833.94886 -2.46112 (283*2π)/6752 weeks
2844.96576 -1.38486 (284*2π)/6752 weeks
2855.43793 -.34165 (285*2π)/6752 weeks
2865.73132 .38106 (286*2π)/6752 weeks
2875.52014 1.13324 (287*2π)/6752 weeks
2885.24768 2.14724 (288*2π)/6752 weeks
2893.92455 2.47971 (289*2π)/6752 weeks
2902.71139 2.21491 (290*2π)/6752 weeks
2912.31753 1.29288 (291*2π)/6752 weeks
2922.03128 .28234 (292*2π)/6752 weeks
2932.62175 -.83606 (293*2π)/6752 weeks
2943.52108 -1.46391 (294*2π)/6752 weeks
2955.02093 -1.45853 (295*2π)/6752 weeks
2965.92173 -.37071 (296*2π)/6752 weeks
2976.02344 1.08251 (297*2π)/6752 weeks
2985.80185 1.91187 (298*2π)/6752 weeks
2994.52577 3.01692 (299*2π)/6752 weeks
3003.18509 3.13448 (300*2π)/6752 weeks
3011.59878 2.46329 (301*2π)/6752 weeks
302.88108 1.44684 (302*2π)/6752 weeks
303.44657 -.38185 (303*2π)/6752 weeks
304.73211 -2.33526 (304*2π)/6752 weeks
3052.75945 -3.53012 (305*2π)/6752 weeks
3064.80924 -3.07274 (306*2π)/6752 weeks
3075.88374 -2.14901 (307*2π)/6752 weeks
3086.07692 -.92363 (308*2π)/6752 weeks
3096.08099 .27391 (309*2π)/6752 weeks
3105.41179 .97638 (310*2π)/6752 weeks
3114.36978 1.6028 (311*2π)/6752 weeks
3123.09694 1.39712 (312*2π)/6752 weeks
3132.07114 .71632 (313*2π)/6752 weeks
3141.23093 -.93349 (314*2π)/6752 weeks
3151.77708 -2.65681 (315*2π)/6752 weeks
3163.05422 -4.13591 (316*2π)/6752 weeks
3174.79673 -4.80363 (317*2π)/6752 weeks
3187.1155 -4.192 (318*2π)/6752 weeks
3198.41458 -2.98474 (319*2π)/6752 weeks
3208.91678 -1.0197 (320*2π)/6752 weeks
3218.67891 .61428 (321*2π)/6752 weeks
3227.95499 1.72737 (322*2π)/6752 weeks
3236.746 2.7424 (323*2π)/6752 weeks
3244.97359 3.10093 (324*2π)/6752 weeks
3253.61222 2.40409 (325*2π)/6752 weeks
3262.47169 1.24824 (326*2π)/6752 weeks
3272.40833 -.58037 (327*2π)/6752 weeks
3283.42637 -2.3722 (328*2π)/6752 weeks
3294.99484 -2.68153 (329*2π)/6752 weeks
3306.71317 -2.11271 (330*2π)/6752 weeks
3317.74978 -1.13816 (331*2π)/6752 weeks
3328.28884 .70297 (332*2π)/6752 weeks
3337.21924 2.63351 (333*2π)/6752 weeks
3345.29287 3.19338 (334*2π)/6752 weeks
3353.81025 3.06437 (335*2π)/6752 weeks
3362.74245 1.97267 (336*2π)/6752 weeks
3372.05615 .46993 (337*2π)/6752 weeks
3382.05615 -.46993 (338*2π)/6752 weeks
3392.74245 -1.97267 (339*2π)/6752 weeks
3403.81025 -3.06437 (340*2π)/6752 weeks
3415.29287 -3.19338 (341*2π)/6752 weeks
3427.21924 -2.63351 (342*2π)/6752 weeks
3438.28884 -.70297 (343*2π)/6752 weeks
3447.74978 1.13816 (344*2π)/6752 weeks
3456.71317 2.11271 (345*2π)/6752 weeks
3464.99484 2.68153 (346*2π)/6752 weeks
3473.42637 2.3722 (347*2π)/6752 weeks
3482.40833 .58037 (348*2π)/6752 weeks
3492.47169 -1.24824 (349*2π)/6752 weeks
3503.61222 -2.40409 (350*2π)/6752 weeks
3514.97359 -3.10093 (351*2π)/6752 weeks
3526.746 -2.7424 (352*2π)/6752 weeks
3537.95499 -1.72737 (353*2π)/6752 weeks
3548.67891 -.61428 (354*2π)/6752 weeks
3558.91678 1.0197 (355*2π)/6752 weeks
3568.41458 2.98474 (356*2π)/6752 weeks
3577.1155 4.192 (357*2π)/6752 weeks
3584.79673 4.80363 (358*2π)/6752 weeks
3593.05422 4.13591 (359*2π)/6752 weeks
3601.77708 2.65681 (360*2π)/6752 weeks
3611.23093 .93349 (361*2π)/6752 weeks
3622.07114 -.71632 (362*2π)/6752 weeks
3633.09694 -1.39712 (363*2π)/6752 weeks
3644.36978 -1.6028 (364*2π)/6752 weeks
3655.41179 -.97638 (365*2π)/6752 weeks
3666.08099 -.27391 (366*2π)/6752 weeks
3676.07692 .92363 (367*2π)/6752 weeks
3685.88374 2.14901 (368*2π)/6752 weeks
3694.80924 3.07274 (369*2π)/6752 weeks
3702.75945 3.53012 (370*2π)/6752 weeks
371.73211 2.33526 (371*2π)/6752 weeks
372.44657 .38185 (372*2π)/6752 weeks
373.88108 -1.44684 (373*2π)/6752 weeks
3741.59878 -2.46329 (374*2π)/6752 weeks
3753.18509 -3.13448 (375*2π)/6752 weeks
3764.52577 -3.01692 (376*2π)/6752 weeks
3775.80185 -1.91187 (377*2π)/6752 weeks
3786.02344 -1.08251 (378*2π)/6752 weeks
3795.92173 .37071 (379*2π)/6752 weeks
3805.02093 1.45853 (380*2π)/6752 weeks
3813.52108 1.46391 (381*2π)/6752 weeks
3822.62175 .83606 (382*2π)/6752 weeks
3832.03128 -.28234 (383*2π)/6752 weeks
3842.31753 -1.29288 (384*2π)/6752 weeks
3852.71139 -2.21491 (385*2π)/6752 weeks
3863.92455 -2.47971 (386*2π)/6752 weeks
3875.24768 -2.14724 (387*2π)/6752 weeks
3885.52014 -1.13324 (388*2π)/6752 weeks
3895.73132 -.38106 (389*2π)/6752 weeks
3905.43793 .34165 (390*2π)/6752 weeks
3914.96576 1.38486 (391*2π)/6752 weeks
3923.94886 2.46112 (392*2π)/6752 weeks
3931.86977 2.49924 (393*2π)/6752 weeks
394-.33716 1.06636 (394*2π)/6752 weeks
395-1.1 -1.31772 (395*2π)/6752 weeks
396.38864 -4.09057 (396*2π)/6752 weeks
3972.13682 -5.07699 (397*2π)/6752 weeks
3984.21098 -4.65665 (398*2π)/6752 weeks
3996.01237 -3.63739 (399*2π)/6752 weeks
4006.0155 -2.02098 (400*2π)/6752 weeks
4015.72363 -.31076 (401*2π)/6752 weeks
4025.00953 .55059 (402*2π)/6752 weeks
4032.77738 .63268 (403*2π)/6752 weeks
4041.44323 .34133 (404*2π)/6752 weeks
405.8018 -1.63832 (405*2π)/6752 weeks
406.66358 -3.3401 (406*2π)/6752 weeks
4071.59254 -4.03193 (407*2π)/6752 weeks
4082.55845 -5.32643 (408*2π)/6752 weeks
4093.73591 -5.90638 (409*2π)/6752 weeks
4105.50645 -5.46657 (410*2π)/6752 weeks
4117.09763 -4.84974 (411*2π)/6752 weeks
4127.51084 -3.27787 (412*2π)/6752 weeks
4137.504 -1.07927 (413*2π)/6752 weeks
4146.45599 -.14448 (414*2π)/6752 weeks
4154.0988 -.09561 (415*2π)/6752 weeks
4163.33306 -.44304 (416*2π)/6752 weeks
4172.98187 -1.96874 (417*2π)/6752 weeks
4182.83665 -3.48442 (418*2π)/6752 weeks
4193.9111 -4.16023 (419*2π)/6752 weeks
4205.33937 -4.03623 (420*2π)/6752 weeks
4216.38426 -3.82216 (421*2π)/6752 weeks
4226.63767 -2.76868 (422*2π)/6752 weeks
4236.69657 -1.6446 (423*2π)/6752 weeks
4246.55569 -.90506 (424*2π)/6752 weeks
4255.41399 -.64979 (425*2π)/6752 weeks
4264.72812 -.34116 (426*2π)/6752 weeks
4274.04552 -.55612 (427*2π)/6752 weeks
4283.36028 -1.37138 (428*2π)/6752 weeks
4292.87174 -1.91477 (429*2π)/6752 weeks
4303.00871 -3.07476 (430*2π)/6752 weeks
4313.85399 -4.40205 (431*2π)/6752 weeks
4325.44223 -4.69909 (432*2π)/6752 weeks
4336.8617 -3.61439 (433*2π)/6752 weeks
4347.11519 -1.96065 (434*2π)/6752 weeks
4356.12367 -1.00759 (435*2π)/6752 weeks
4365.17493 -.66128 (436*2π)/6752 weeks
4374.1752 -.99651 (437*2π)/6752 weeks
4383.78686 -1.92471 (438*2π)/6752 weeks
4393.8508 -2.63853 (439*2π)/6752 weeks
4403.67654 -3.2174 (440*2π)/6752 weeks
4414.51737 -4.1161 (441*2π)/6752 weeks
4425.84867 -4.94066 (442*2π)/6752 weeks
4437.53603 -4.18082 (443*2π)/6752 weeks
4448.30439 -2.20984 (444*2π)/6752 weeks
4457.61383 -1.09417 (445*2π)/6752 weeks
4466.96496 -.41292 (446*2π)/6752 weeks
4476.46978 .21792 (447*2π)/6752 weeks
4485.42612 .38299 (448*2π)/6752 weeks
4494.23261 .5238 (449*2π)/6752 weeks
4503.59714 -.3788 (450*2π)/6752 weeks
4513.05278 -1.31348 (451*2π)/6751 weeks
4522.96767 -2.40181 (452*2π)/6751 weeks
4534.20871 -3.60381 (453*2π)/6751 weeks
4545.58209 -3.65633 (454*2π)/6751 weeks
4556.86352 -2.9082 (455*2π)/6751 weeks
4567.7249 -1.10786 (456*2π)/6751 weeks
4576.78469 .65874 (457*2π)/6751 weeks
4585.13828 2.00567 (458*2π)/6751 weeks
4593.33152 1.75674 (459*2π)/6751 weeks
4601.62006 .49887 (460*2π)/6751 weeks
461.69782 -.66556 (461*2π)/6751 weeks
462.91156 -2.60647 (462*2π)/6751 weeks
4631.67943 -4.27331 (463*2π)/6751 weeks
4642.99627 -4.79983 (464*2π)/6751 weeks
4655.10581 -4.96504 (465*2π)/6751 weeks
4666.28544 -3.70876 (466*2π)/6751 weeks
4676.11485 -1.78638 (467*2π)/6751 weeks
4685.55858 -1.08067 (468*2π)/6751 weeks
4694.57392 -.71815 (469*2π)/6751 weeks
4704.18567 -.50373 (470*2π)/6751 weeks
4713.59962 -.1978 (471*2π)/6751 weeks
4722.18354 -.61765 (472*2π)/6751 weeks
4731.22355 -1.14726 (473*2π)/6751 weeks
474.71588 -2.34887 (474*2π)/6751 weeks
475.99467 -4.01082 (475*2π)/6751 weeks
4761.92453 -4.8673 (476*2π)/6751 weeks
4773.07533 -5.31824 (477*2π)/6751 weeks
4784.04106 -4.65086 (478*2π)/6751 weeks
4794.38262 -3.68506 (479*2π)/6751 weeks
4804.10606 -3.11446 (480*2π)/6751 weeks
4813.11356 -2.90827 (481*2π)/6751 weeks
4822.34565 -3.13964 (482*2π)/6751 weeks
4832.03769 -4.02747 (483*2π)/6751 weeks
4841.58241 -5.23234 (484*2π)/6751 weeks
4852.37241 -6.08985 (485*2π)/6751 weeks
4863.46317 -7.09249 (486*2π)/6751 weeks
4874.34598 -7.47093 (487*2π)/6751 weeks
4886.41979 -6.84617 (488*2π)/6751 weeks
4897.42104 -5.87654 (489*2π)/6751 weeks
4907.35191 -3.96944 (490*2π)/6751 weeks
4916.70077 -2.33499 (491*2π)/6751 weeks
4925.61994 -2.31716 (492*2π)/6751 weeks
4934.24145 -2.21688 (493*2π)/6751 weeks
4943.14882 -2.16598 (494*2π)/6751 weeks
4952.01677 -3.32792 (495*2π)/6751 weeks
4961.12162 -5.42003 (496*2π)/6751 weeks
4972.27471 -7.67782 (497*2π)/6751 weeks
4984.76835 -8.88685 (498*2π)/6751 weeks
4997.11272 -8.84588 (499*2π)/6751 weeks
5009.34297 -7.37672 (500*2π)/6751 weeks
50110.71424 -4.35257 (501*2π)/6751 weeks
50210.12102 -1.42567 (502*2π)/6751 weeks
5037.40903 .9461 (503*2π)/6751 weeks
5044.36273 1.07136 (504*2π)/6751 weeks
5052.00643 -.67862 (505*2π)/6751 weeks
506.81608 -2.98721 (506*2π)/6751 weeks
5071.40252 -5.23284 (507*2π)/6751 weeks
5082.62089 -6.63775 (508*2π)/6751 weeks
5093.77687 -7.28584 (509*2π)/6751 weeks
5105.17185 -7.57539 (510*2π)/6751 weeks
5117.51508 -7.67507 (511*2π)/6751 weeks
5129.40354 -6.0862 (512*2π)/6751 weeks
5139.52006 -2.74463 (513*2π)/6751 weeks
5147.87016 -.63133 (514*2π)/6751 weeks
5155.83532 .07388 (515*2π)/6751 weeks
5163.52365 -.17969 (516*2π)/6751 weeks
5171.78983 -1.32327 (517*2π)/6751 weeks
518.56133 -2.95774 (518*2π)/6751 weeks
519-.01175 -5.66192 (519*2π)/6751 weeks
5201.16763 -8.18037 (520*2π)/6751 weeks
5213.7427 -9.98952 (521*2π)/6751 weeks
5226.77635 -9.98476 (522*2π)/6751 weeks
5239.89866 -8.352 (523*2π)/6751 weeks
52411.68999 -5.01807 (524*2π)/6751 weeks
52511.21245 -.69359 (525*2π)/6751 weeks
5267.64326 2.36866 (526*2π)/6751 weeks
5273.72187 2.76689 (527*2π)/6751 weeks
528.04019 1.51837 (528*2π)/6751 weeks
529-3.08328 -1.46328 (529*2π)/6751 weeks
530-4.39839 -5.71881 (530*2π)/6751 weeks
531-3.11345 -10.65015 (531*2π)/6751 weeks
532.54883 -14.42676 (532*2π)/6751 weeks
5335.24919 -15.59055 (533*2π)/6751 weeks
53410.64437 -14.70637 (534*2π)/6751 weeks
53515.11352 -11.03435 (535*2π)/6751 weeks
53616.63313 -5.10135 (536*2π)/6751 weeks
53715.06013 .48152 (537*2π)/6751 weeks
53810.70493 4.14484 (538*2π)/6751 weeks
5395.69834 5.50862 (539*2π)/6751 weeks
540.77282 4.36043 (540*2π)/6751 weeks
541-3.47885 .15587 (541*2π)/6751 weeks
542-4.50278 -5.09734 (542*2π)/6751 weeks
543-2.06593 -9.64583 (543*2π)/6751 weeks
5441.74339 -12.13457 (544*2π)/6751 weeks
5455.5075 -11.70811 (545*2π)/6751 weeks
5468.44324 -10.10356 (546*2π)/6751 weeks
54710.17256 -7.6519 (547*2π)/6751 weeks
5489.93959 -4.48433 (548*2π)/6751 weeks
5498.51297 -2.06506 (549*2π)/6751 weeks
5506.22567 -.89249 (550*2π)/6751 weeks
5513.23744 -1.00531 (551*2π)/6751 weeks
552.56266 -2.23807 (552*2π)/6751 weeks
553-.87782 -5.94326 (553*2π)/6751 weeks
554.33333 -10.0943 (554*2π)/6751 weeks
5553.83137 -11.95642 (555*2π)/6751 weeks
5567.62931 -11.88959 (556*2π)/6751 weeks
55710.68333 -9.9015 (557*2π)/6751 weeks
55813.01012 -6.77384 (558*2π)/6751 weeks
55913.17466 -2.6092 (559*2π)/6751 weeks
56011.16307 2.03647 (560*2π)/6751 weeks
5617.02225 4.57231 (561*2π)/6751 weeks
5621.47795 5.11176 (562*2π)/6751 weeks
563-3.7421 2.49086 (563*2π)/6751 weeks
564-5.96025 -2.79829 (564*2π)/6751 weeks
565-5.99805 -7.42228 (565*2π)/6751 weeks
566-3.98944 -11.63692 (566*2π)/6751 weeks
567-.14666 -14.08883 (567*2π)/6751 weeks
5683.96767 -15.53517 (568*2π)/6751 weeks
5698.33501 -14.19778 (569*2π)/6751 weeks
57013.07188 -9.84069 (570*2π)/6751 weeks
57113.77569 -3.70108 (571*2π)/6751 weeks
5728.74559 2.67137 (572*2π)/6751 weeks
5731.95578 4.46376 (573*2π)/6751 weeks
574-4.05203 1.30841 (574*2π)/6751 weeks
575-7.56816 -3.7343 (575*2π)/6751 weeks
576-8.04124 -9.56009 (576*2π)/6751 weeks
577-6.09584 -14.64529 (577*2π)/6751 weeks
578-2.26064 -17.99632 (578*2π)/6751 weeks
5793.21211 -19.7067 (579*2π)/6751 weeks
5807.60774 -18.57743 (580*2π)/6751 weeks
58112.43512 -14.79289 (581*2π)/6751 weeks
58213.9077 -8.8132 (582*2π)/6751 weeks
58310.62201 -3.38849 (583*2π)/6751 weeks
5845.38326 -.64951 (584*2π)/6751 weeks
585.03474 -2.10758 (585*2π)/6751 weeks
586-4.3533 -6.38079 (586*2π)/6751 weeks
587-5.95224 -11.37783 (587*2π)/6751 weeks
588-4.45772 -17.09617 (588*2π)/6751 weeks
589.11721 -22.77986 (589*2π)/6751 weeks
5906.99637 -24.77774 (590*2π)/6751 weeks
59115.19838 -22.50179 (591*2π)/6751 weeks
59220.54525 -16.70882 (592*2π)/6751 weeks
59322.50542 -7.90075 (593*2π)/6751 weeks
59420.52344 1.08718 (594*2π)/6751 weeks
59512.46294 6.35685 (595*2π)/6751 weeks
5962.97212 7.79444 (596*2π)/6751 weeks
597-3.56811 5.05799 (597*2π)/6751 weeks
598-9.18841 -.97972 (598*2π)/6751 weeks
599-12.35356 -7.96773 (599*2π)/6751 weeks
600-11.5273 -16.03731 (600*2π)/6751 weeks
601-6.3368 -22.68358 (601*2π)/6751 weeks
602.97919 -25.50693 (602*2π)/6751 weeks
6037.55425 -24.38115 (603*2π)/6751 weeks
60412.88973 -19.60944 (604*2π)/6751 weeks
60515.67086 -13.93348 (605*2π)/6751 weeks
60613.99582 -7.83557 (606*2π)/6751 weeks
6078.52979 -1.68069 (607*2π)/6751 weeks
6082.27947 -1.22415 (608*2π)/6751 weeks
609-5.01664 -4.26051 (609*2π)/6751 weeks
610-10.70399 -9.10536 (610*2π)/6751 weeks
611-11.6625 -17.50197 (611*2π)/6751 weeks
612-8.8128 -26.45129 (612*2π)/6751 weeks
613-2.19905 -32.31132 (613*2π)/6751 weeks
6146.66432 -33.09487 (614*2π)/6751 weeks
61513.8851 -31.05603 (615*2π)/6751 weeks
61618.57996 -25.39619 (616*2π)/6751 weeks
61721.26745 -18.31477 (617*2π)/6751 weeks
61820.17038 -12.25703 (618*2π)/6751 weeks
61915.30192 -6.95726 (619*2π)/6751 weeks
6207.85548 -5.07067 (620*2π)/6751 weeks
6211.80249 -7.01384 (621*2π)/6751 weeks
622-1.68743 -13.50856 (622*2π)/6751 weeks
623-1.83989 -20.45458 (623*2π)/6751 weeks
6243.08367 -25.31249 (624*2π)/6751 weeks
6259.24475 -26.01235 (625*2π)/6751 weeks
62614.3528 -23.34929 (626*2π)/6751 weeks
62714.87722 -19.63971 (627*2π)/6751 weeks
62814.99689 -15.56888 (628*2π)/6751 weeks
62914.12036 -11.93843 (629*2π)/6751 weeks
6308.58678 -10.37254 (630*2π)/6751 weeks
6313.95924 -10.41787 (631*2π)/6751 weeks
632-.41017 -14.66274 (632*2π)/6751 weeks
633-1.19999 -20.64798 (633*2π)/6751 weeks
634.69503 -26.00423 (634*2π)/6751 weeks
6354.82534 -29.49973 (635*2π)/6751 weeks
63610.82942 -30.33263 (636*2π)/6751 weeks
63715.19562 -28.24951 (637*2π)/6751 weeks
63818.22294 -24.76273 (638*2π)/6751 weeks
63920.00381 -20.0261 (639*2π)/6751 weeks
64020.74549 -12.96519 (640*2π)/6751 weeks
64114.33645 -6.00052 (641*2π)/6751 weeks
6421.92477 -2.37264 (642*2π)/6751 weeks
643-10.67698 -9.50213 (643*2π)/6751 weeks
644-17.4015 -22.27917 (644*2π)/6751 weeks
645-14.2395 -37.58344 (645*2π)/6751 weeks
646-6.43053 -46.28283 (646*2π)/6751 weeks
6473.22649 -49.7246 (647*2π)/6751 weeks
64811.79315 -52.24303 (648*2π)/6751 weeks
64918.96931 -49.93938 (649*2π)/6751 weeks
65026.12837 -46.78362 (650*2π)/6751 weeks
65133.53687 -39.76708 (651*2π)/6751 weeks
65234.07022 -30.82155 (652*2π)/6751 weeks
65328.37596 -21.33878 (653*2π)/6751 weeks
65421.41687 -17.16758 (654*2π)/6751 weeks
65512.69173 -18.89008 (655*2π)/6751 weeks
6562.04833 -20.16146 (656*2π)/6751 weeks
657-6.28099 -33.41306 (657*2π)/6751 weeks
658-7.40812 -50.49306 (658*2π)/6751 weeks
6595.73714 -64.27727 (659*2π)/6751 weeks
66023.46604 -67.08932 (660*2π)/6751 weeks
66133.56514 -58.93807 (661*2π)/6751 weeks
66235.68538 -46.62545 (662*2π)/6751 weeks
66337.45749 -39.40533 (663*2π)/6751 weeks
66422.88938 -31.04227 (664*2π)/6751 weeks
6651.22468 -23.65349 (665*2π)/6751 weeks
666-24.46471 -47.59892 (666*2π)/6751 weeks
667-46.16444 -87.93475 (667*2π)/6751 weeks
668-28.41773 -128.9779 (668*2π)/6751 weeks
6693.95665 -166.2965 (669*2π)/6751 weeks
67020.93921 -201.4547 (670*2π)/6751 weeks
67160.69036 -226.8599 (671*2π)/6751 weeks
672153.7201 -286.012 (672*2π)/6751 weeks
673265.3637 -299.1324 (673*2π)/6751 weeks



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