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Fourier Analysis of TAUG (TAURIGA SCIENCES)


TAUG (TAURIGA SCIENCES) appears to have interesting cyclic behaviour every 68 weeks (126.9311*sine), 38 weeks (106.5871*sine), and 40 weeks (102.2743*sine).

TAUG (TAURIGA SCIENCES) has an average price of 239.7 (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 12/11/2002 to 1/16/2017 for TAUG (TAURIGA SCIENCES), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0239.7008   0 
1460.2421 107.0361 (1*2π)/675675 weeks
2408.7497 198.0577 (2*2π)/675338 weeks
3335.6492 263.837 (3*2π)/675225 weeks
4252.4247 301.639 (4*2π)/675169 weeks
5168.1899 311.9964 (5*2π)/675135 weeks
691.82661 296.9424 (6*2π)/675113 weeks
731.26829 261.9241 (7*2π)/67596 weeks
8-7.9973 215.6627 (8*2π)/67584 weeks
9-25.87316 168.0943 (9*2π)/67575 weeks
10-26.30931 126.9311 (10*2π)/67568 weeks
11-15.28827 96.59135 (11*2π)/67561 weeks
121.36824 78.42957 (12*2π)/67556 weeks
1318.31228 71.98235 (13*2π)/67552 weeks
1431.22493 74.88745 (14*2π)/67548 weeks
1537.28685 83.57684 (15*2π)/67545 weeks
1635.70815 93.81952 (16*2π)/67542 weeks
1727.64737 102.2743 (17*2π)/67540 weeks
1815.11933 106.5871 (18*2π)/67538 weeks
19.46341 105.7714 (19*2π)/67536 weeks
20-14.07043 99.44473 (20*2π)/67534 weeks
21-26.03274 88.1394 (21*2π)/67532 weeks
22-33.57313 73.46585 (22*2π)/67531 weeks
23-35.67369 57.72624 (23*2π)/67529 weeks
24-32.69159 43.25537 (24*2π)/67528 weeks
25-25.73584 31.78093 (25*2π)/67527 weeks
26-16.43209 24.46778 (26*2π)/67526 weeks
27-6.62247 21.66736 (27*2π)/67525 weeks
281.77472 23.00992 (28*2π)/67524 weeks
297.27189 27.2421 (29*2π)/67523 weeks
309.2262 32.64115 (30*2π)/67523 weeks
317.85996 37.54408 (31*2π)/67522 weeks
323.97119 40.80652 (32*2π)/67521 weeks
33-1.45203 41.68363 (33*2π)/67520 weeks
34-7.25573 39.84391 (34*2π)/67520 weeks
35-12.26425 35.37853 (35*2π)/67519 weeks
36-15.34645 28.90097 (36*2π)/67519 weeks
37-15.87799 21.49238 (37*2π)/67518 weeks
38-13.72891 14.26998 (38*2π)/67518 weeks
39-9.24141 8.25863 (39*2π)/67517 weeks
40-2.88409 4.24715 (40*2π)/67517 weeks
414.37278 3.06581 (41*2π)/67516 weeks
4211.21431 4.90392 (42*2π)/67516 weeks
4316.25821 9.36284 (43*2π)/67516 weeks
4418.53729 15.26904 (44*2π)/67515 weeks
4517.72236 21.32939 (45*2π)/67515 weeks
4614.03079 26.06891 (46*2π)/67515 weeks
478.38818 28.3369 (47*2π)/67514 weeks
482.15435 27.40883 (48*2π)/67514 weeks
49-2.99699 23.40504 (49*2π)/67514 weeks
50-5.74804 17.15487 (50*2π)/67514 weeks
51-5.20717 10.1325 (51*2π)/67513 weeks
52-1.41311 4.03073 (52*2π)/67513 weeks
534.82188 .38229 (53*2π)/67513 weeks
5411.89877 .04732 (54*2π)/67513 weeks
5518.18606 2.9434 (55*2π)/67512 weeks
5622.21997 8.27189 (56*2π)/67512 weeks
5723.22414 14.63542 (57*2π)/67512 weeks
5821.09881 20.47997 (58*2π)/67512 weeks
5916.5813 24.3758 (59*2π)/67511 weeks
6010.9414 25.55162 (60*2π)/67511 weeks
615.61156 23.87257 (61*2π)/67511 weeks
621.86272 19.93178 (62*2π)/67511 weeks
63.5286 14.77564 (63*2π)/67511 weeks
641.83745 9.76244 (64*2π)/67511 weeks
655.27335 6.07572 (65*2π)/67510 weeks
669.94018 4.49395 (66*2π)/67510 weeks
6714.71152 5.23005 (67*2π)/67510 weeks
6818.61407 8.05109 (68*2π)/67510 weeks
6920.79618 12.35414 (69*2π)/67510 weeks
7020.82625 17.18886 (70*2π)/67510 weeks
7118.70321 21.55365 (71*2π)/67510 weeks
7214.94825 24.57667 (72*2π)/6759 weeks
7310.28063 25.76285 (73*2π)/6759 weeks
745.59433 24.92266 (74*2π)/6759 weeks
751.73641 22.31529 (75*2π)/6759 weeks
76-.64175 18.49092 (76*2π)/6759 weeks
77-1.23431 14.27015 (77*2π)/6759 weeks
78-.13247 10.43861 (78*2π)/6759 weeks
792.24033 7.68326 (79*2π)/6759 weeks
805.20134 6.33294 (80*2π)/6758 weeks
818.07991 6.4089 (81*2π)/6758 weeks
8210.27431 7.59761 (82*2π)/6758 weeks
8311.46593 9.44437 (83*2π)/6758 weeks
8411.50255 11.39891 (84*2π)/6758 weeks
8510.54635 12.90961 (85*2π)/6758 weeks
868.96753 13.59399 (86*2π)/6758 weeks
877.2711 13.31182 (87*2π)/6758 weeks
885.86425 12.17768 (88*2π)/6758 weeks
895.08925 10.37029 (89*2π)/6758 weeks
905.21261 8.22315 (90*2π)/6758 weeks
916.33952 6.16213 (91*2π)/6757 weeks
928.3675 4.6625 (92*2π)/6757 weeks
9310.97554 4.04746 (93*2π)/6757 weeks
9413.77654 4.51064 (94*2π)/6757 weeks
9516.36165 6.05515 (95*2π)/6757 weeks
9618.3195 8.62752 (96*2π)/6757 weeks
9719.19512 11.93487 (97*2π)/6757 weeks
9818.71659 15.49476 (98*2π)/6757 weeks
9916.84337 18.66569 (99*2π)/6757 weeks
10013.87539 20.92087 (100*2π)/6757 weeks
10110.24054 21.87003 (101*2π)/6757 weeks
1026.55104 21.31242 (102*2π)/6757 weeks
1033.46461 19.31713 (103*2π)/6757 weeks
1041.66288 16.30064 (104*2π)/6756 weeks
1051.46047 13.04741 (105*2π)/6756 weeks
1062.72762 10.36438 (106*2π)/6756 weeks
1074.94632 8.84885 (107*2π)/6756 weeks
1087.46577 8.74999 (108*2π)/6756 weeks
1099.57185 10.08147 (109*2π)/6756 weeks
11010.57856 12.47492 (110*2π)/6756 weeks
11110.03418 15.22383 (111*2π)/6756 weeks
1127.98115 17.44556 (112*2π)/6756 weeks
1134.90091 18.4721 (113*2π)/6756 weeks
1141.51499 17.97857 (114*2π)/6756 weeks
115-1.45388 16.01992 (115*2π)/6756 weeks
116-3.38547 12.94697 (116*2π)/6756 weeks
117-3.89021 9.35136 (117*2π)/6756 weeks
118-2.89837 5.93711 (118*2π)/6756 weeks
119-.66813 3.35616 (119*2π)/6756 weeks
1202.26409 2.06785 (120*2π)/6756 weeks
1215.21712 2.20183 (121*2π)/6756 weeks
1227.54419 3.55374 (122*2π)/6756 weeks
1238.81797 5.6588 (123*2π)/6755 weeks
1248.86954 7.96566 (124*2π)/6755 weeks
1257.74413 9.897 (125*2π)/6755 weeks
1265.77529 10.95731 (126*2π)/6755 weeks
1273.49064 10.84243 (127*2π)/6755 weeks
1281.51026 9.59706 (128*2π)/6755 weeks
129.26708 7.52533 (129*2π)/6755 weeks
130.06204 5.02865 (130*2π)/6755 weeks
131.96795 2.62323 (131*2π)/6755 weeks
1322.85738 .81606 (132*2π)/6755 weeks
1335.3162 .01536 (133*2π)/6755 weeks
1347.82041 .33845 (134*2π)/6755 weeks
1359.8553 1.66479 (135*2π)/6755 weeks
13611.06996 3.64926 (136*2π)/6755 weeks
13711.26962 5.88235 (137*2π)/6755 weeks
13810.47681 7.88294 (138*2π)/6755 weeks
1398.90825 9.26399 (139*2π)/6755 weeks
1406.93819 9.73614 (140*2π)/6755 weeks
1415.03725 9.28797 (141*2π)/6755 weeks
1423.57279 8.05765 (142*2π)/6755 weeks
1432.82077 6.38046 (143*2π)/6755 weeks
1442.83546 4.58427 (144*2π)/6755 weeks
1453.5838 3.00905 (145*2π)/6755 weeks
1464.85042 1.9055 (146*2π)/6755 weeks
1476.41927 1.41983 (147*2π)/6755 weeks
1488.00122 1.59385 (148*2π)/6755 weeks
1499.36362 2.3913 (149*2π)/6755 weeks
15010.23867 3.67031 (150*2π)/6755 weeks
15110.49133 5.17843 (151*2π)/6754 weeks
15210.06735 6.64341 (152*2π)/6754 weeks
1539.05103 7.80324 (153*2π)/6754 weeks
1547.57179 8.41482 (154*2π)/6754 weeks
1555.92311 8.28312 (155*2π)/6754 weeks
1564.46474 7.37826 (156*2π)/6754 weeks
1573.58439 5.84915 (157*2π)/6754 weeks
1583.51255 4.07135 (158*2π)/6754 weeks
1594.28792 2.43216 (159*2π)/6754 weeks
1605.76899 1.33787 (160*2π)/6754 weeks
1617.6371 1.08315 (161*2π)/6754 weeks
1629.43943 1.81458 (162*2π)/6754 weeks
16310.64889 3.40752 (163*2π)/6754 weeks
16410.89054 5.45075 (164*2π)/6754 weeks
16510.05269 7.41343 (165*2π)/6754 weeks
1668.29214 8.77972 (166*2π)/6754 weeks
1675.98837 9.17479 (167*2π)/6754 weeks
1683.64747 8.43447 (168*2π)/6754 weeks
1691.81372 6.65401 (169*2π)/6754 weeks
170.90713 4.18286 (170*2π)/6754 weeks
1711.14768 1.51453 (171*2π)/6754 weeks
1722.47831 -.80916 (172*2π)/6754 weeks
1734.61295 -2.3535 (173*2π)/6754 weeks
1747.1029 -2.88718 (174*2π)/6754 weeks
1759.49074 -2.40202 (175*2π)/6754 weeks
17611.3709 -1.07147 (176*2π)/6754 weeks
17712.45693 .78787 (177*2π)/6754 weeks
17812.61389 2.76048 (178*2π)/6754 weeks
17911.94841 4.40632 (179*2π)/6754 weeks
18010.72726 5.4308 (180*2π)/6754 weeks
1819.31562 5.6741 (181*2π)/6754 weeks
1828.08263 5.16099 (182*2π)/6754 weeks
1837.39164 4.05157 (183*2π)/6754 weeks
1847.47629 2.72609 (184*2π)/6754 weeks
1858.33584 1.58591 (185*2π)/6754 weeks
1869.80299 1.00738 (186*2π)/6754 weeks
18711.53155 1.22851 (187*2π)/6754 weeks
18813.11776 2.32257 (188*2π)/6754 weeks
18914.12699 4.13541 (189*2π)/6754 weeks
19014.28351 6.32238 (190*2π)/6754 weeks
19113.49241 8.44301 (191*2π)/6754 weeks
19211.90249 10.08384 (192*2π)/6754 weeks
1939.80096 10.94828 (193*2π)/6753 weeks
1947.60555 10.89896 (194*2π)/6753 weeks
1955.71853 10.03726 (195*2π)/6753 weeks
1964.4435 8.6199 (196*2π)/6753 weeks
1973.88034 6.99632 (197*2π)/6753 weeks
1984.00079 5.46475 (198*2π)/6753 weeks
1994.65062 4.28064 (199*2π)/6753 weeks
2005.62699 3.58616 (200*2π)/6753 weeks
2016.6804 3.46141 (201*2π)/6753 weeks
2027.56102 3.83792 (202*2π)/6753 weeks
2038.08913 4.58096 (203*2π)/6753 weeks
2048.16734 5.49064 (204*2π)/6753 weeks
2057.77604 6.39544 (205*2π)/6753 weeks
2066.91784 7.09194 (206*2π)/6753 weeks
2075.71075 7.36902 (207*2π)/6753 weeks
2084.36426 7.07181 (208*2π)/6753 weeks
2093.17261 6.16877 (209*2π)/6753 weeks
2102.39558 4.78567 (210*2π)/6753 weeks
2112.22073 3.11787 (211*2π)/6753 weeks
2122.7442 1.45263 (212*2π)/6753 weeks
2133.94689 .10335 (213*2π)/6753 weeks
2145.63521 -.61242 (214*2π)/6753 weeks
2157.45884 -.52141 (215*2π)/6753 weeks
2169.02947 .36801 (216*2π)/6753 weeks
2179.99027 1.83366 (217*2π)/6753 weeks
21810.15743 3.53393 (218*2π)/6753 weeks
2199.51186 5.06194 (219*2π)/6753 weeks
2208.25701 6.06404 (220*2π)/6753 weeks
2216.71017 6.32504 (221*2π)/6753 weeks
2225.27263 5.82408 (222*2π)/6753 weeks
2234.26841 4.70662 (223*2π)/6753 weeks
2243.95187 3.26685 (224*2π)/6753 weeks
2254.36348 1.8855 (225*2π)/6753 weeks
2265.39038 .88922 (226*2π)/6753 weeks
2276.74808 .52422 (227*2π)/6753 weeks
2288.12919 .84759 (228*2π)/6753 weeks
2299.2053 1.8098 (229*2π)/6753 weeks
2309.73016 3.19398 (230*2π)/6753 weeks
2319.56084 4.73423 (231*2π)/6753 weeks
2328.68826 6.0914 (232*2π)/6753 weeks
2337.24412 6.98652 (233*2π)/6753 weeks
2345.47468 7.17711 (234*2π)/6753 weeks
2353.73457 6.57701 (235*2π)/6753 weeks
2362.37937 5.26666 (236*2π)/6753 weeks
2371.69121 3.49202 (237*2π)/6753 weeks
2381.82257 1.58324 (238*2π)/6753 weeks
2392.76388 -.06362 (239*2π)/6753 weeks
2404.30908 -1.08363 (240*2π)/6753 weeks
2416.07935 -1.26873 (241*2π)/6753 weeks
2427.6498 -.62837 (242*2π)/6753 weeks
2438.67399 .62915 (243*2π)/6753 weeks
2448.9391 2.1729 (244*2π)/6753 weeks
2458.42239 3.60912 (245*2π)/6753 weeks
2467.27186 4.5996 (246*2π)/6753 weeks
2475.79229 4.89948 (247*2π)/6753 weeks
2484.36351 4.47289 (248*2π)/6753 weeks
2493.29191 3.4638 (249*2π)/6753 weeks
2502.77832 2.12672 (250*2π)/6753 weeks
2512.85737 .74671 (251*2π)/6753 weeks
2523.47144 -.43606 (252*2π)/6753 weeks
2534.45827 -1.20862 (253*2π)/6753 weeks
2545.5926 -1.48077 (254*2π)/6753 weeks
2556.62645 -1.25029 (255*2π)/6753 weeks
2567.36401 -.65984 (256*2π)/6753 weeks
2577.71025 .13164 (257*2π)/6753 weeks
2587.62813 .93332 (258*2π)/6753 weeks
2597.14244 1.58923 (259*2π)/6753 weeks
2606.32821 1.90366 (260*2π)/6753 weeks
2615.37238 1.74399 (261*2π)/6753 weeks
2624.50844 1.05676 (262*2π)/6753 weeks
2633.98938 -.06566 (263*2π)/6753 weeks
2643.97557 -1.46282 (264*2π)/6753 weeks
2654.59865 -2.88785 (265*2π)/6753 weeks
2665.83421 -4.05871 (266*2π)/6753 weeks
2677.57101 -4.68117 (267*2π)/6753 weeks
2689.47674 -4.54971 (268*2π)/6753 weeks
26911.21904 -3.66135 (269*2π)/6753 weeks
27012.44329 -2.16068 (270*2π)/6753 weeks
27112.97639 -.35909 (271*2π)/6752 weeks
27212.74538 1.43765 (272*2π)/6752 weeks
27311.86104 2.88184 (273*2π)/6752 weeks
27410.54469 3.74579 (274*2π)/6752 weeks
2759.13698 3.90388 (275*2π)/6752 weeks
2767.96114 3.44045 (276*2π)/6752 weeks
2777.27219 2.56161 (277*2π)/6752 weeks
2787.156 1.57175 (278*2π)/6752 weeks
2797.57724 .72473 (279*2π)/6752 weeks
2808.39644 .26009 (280*2π)/6752 weeks
2819.39042 .2985 (281*2π)/6752 weeks
28210.31212 .90186 (282*2π)/6752 weeks
28310.87741 1.96419 (283*2π)/6752 weeks
28410.90848 3.28827 (284*2π)/6752 weeks
28510.31907 4.5828 (285*2π)/6752 weeks
2869.19427 5.58975 (286*2π)/6752 weeks
2877.66694 6.0911 (287*2π)/6752 weeks
2886.00108 5.92888 (288*2π)/6752 weeks
2894.49681 5.08161 (289*2π)/6752 weeks
2903.47254 3.67327 (290*2π)/6752 weeks
2913.12995 1.99388 (291*2π)/6752 weeks
2923.51317 .36836 (292*2π)/6752 weeks
2934.51634 -.88843 (293*2π)/6752 weeks
2945.9142 -1.54105 (294*2π)/6752 weeks
2957.38086 -1.47009 (295*2π)/6752 weeks
2968.55658 -.73192 (296*2π)/6752 weeks
2979.15742 .43065 (297*2π)/6752 weeks
2989.07659 1.66928 (298*2π)/6752 weeks
2998.3814 2.65453 (299*2π)/6752 weeks
3007.28888 3.13224 (300*2π)/6752 weeks
3016.0912 2.9966 (301*2π)/6752 weeks
3025.07164 2.26763 (302*2π)/6752 weeks
3034.50661 1.08608 (303*2π)/6752 weeks
3044.5619 -.2732 (304*2π)/6752 weeks
3055.25103 -1.49179 (305*2π)/6752 weeks
3066.41337 -2.2906 (306*2π)/6752 weeks
3077.80944 -2.54981 (307*2π)/6752 weeks
3089.21217 -2.22586 (308*2π)/6752 weeks
30910.39011 -1.36935 (309*2π)/6752 weeks
31011.15341 -.09894 (310*2π)/6752 weeks
31111.34417 1.3668 (311*2π)/6752 weeks
31210.96883 2.77854 (312*2π)/6752 weeks
31310.08504 3.92195 (313*2π)/6752 weeks
3148.86022 4.62468 (314*2π)/6752 weeks
3157.47977 4.78947 (315*2π)/6752 weeks
3166.19763 4.38532 (316*2π)/6752 weeks
3175.2443 3.50869 (317*2π)/6752 weeks
3184.82231 2.36035 (318*2π)/6752 weeks
3194.98065 1.23046 (319*2π)/6752 weeks
3205.6492 .38743 (320*2π)/6752 weeks
3216.61097 .04994 (321*2π)/6752 weeks
3227.59764 .28625 (322*2π)/6752 weeks
3238.3069 1.06813 (323*2π)/6752 weeks
3248.49222 2.17071 (324*2π)/6752 weeks
3258.05179 3.30329 (325*2π)/6752 weeks
3267.04807 4.13245 (326*2π)/6752 weeks
3275.69899 4.4491 (327*2π)/6752 weeks
3284.26105 4.13116 (328*2π)/6752 weeks
3293.0468 3.20704 (329*2π)/6752 weeks
3302.3054 1.82656 (330*2π)/6752 weeks
3312.20631 .26066 (331*2π)/6752 weeks
3322.75259 -1.18502 (332*2π)/6752 weeks
3333.83007 -2.23583 (333*2π)/6752 weeks
3345.19164 -2.70596 (334*2π)/6752 weeks
3356.57074 -2.54368 (335*2π)/6752 weeks
3367.68345 -1.7956 (336*2π)/6752 weeks
3378.30433 -.6495 (337*2π)/6752 weeks
3388.30433 .6495 (338*2π)/6752 weeks
3397.68345 1.7956 (339*2π)/6752 weeks
3406.57074 2.54368 (340*2π)/6752 weeks
3415.19164 2.70596 (341*2π)/6752 weeks
3423.83007 2.23583 (342*2π)/6752 weeks
3432.75259 1.18502 (343*2π)/6752 weeks
3442.20631 -.26066 (344*2π)/6752 weeks
3452.3054 -1.82656 (345*2π)/6752 weeks
3463.0468 -3.20704 (346*2π)/6752 weeks
3474.26105 -4.13116 (347*2π)/6752 weeks
3485.69899 -4.4491 (348*2π)/6752 weeks
3497.04807 -4.13245 (349*2π)/6752 weeks
3508.05179 -3.30329 (350*2π)/6752 weeks
3518.49222 -2.17071 (351*2π)/6752 weeks
3528.3069 -1.06813 (352*2π)/6752 weeks
3537.59764 -.28625 (353*2π)/6752 weeks
3546.61097 -.04994 (354*2π)/6752 weeks
3555.6492 -.38743 (355*2π)/6752 weeks
3564.98065 -1.23046 (356*2π)/6752 weeks
3574.82231 -2.36035 (357*2π)/6752 weeks
3585.2443 -3.50869 (358*2π)/6752 weeks
3596.19763 -4.38532 (359*2π)/6752 weeks
3607.47977 -4.78947 (360*2π)/6752 weeks
3618.86022 -4.62468 (361*2π)/6752 weeks
36210.08504 -3.92195 (362*2π)/6752 weeks
36310.96883 -2.77854 (363*2π)/6752 weeks
36411.34417 -1.3668 (364*2π)/6752 weeks
36511.15341 .09894 (365*2π)/6752 weeks
36610.39011 1.36935 (366*2π)/6752 weeks
3679.21217 2.22586 (367*2π)/6752 weeks
3687.80944 2.54981 (368*2π)/6752 weeks
3696.41337 2.2906 (369*2π)/6752 weeks
3705.25103 1.49179 (370*2π)/6752 weeks
3714.5619 .2732 (371*2π)/6752 weeks
3724.50661 -1.08608 (372*2π)/6752 weeks
3735.07164 -2.26763 (373*2π)/6752 weeks
3746.0912 -2.9966 (374*2π)/6752 weeks
3757.28888 -3.13224 (375*2π)/6752 weeks
3768.3814 -2.65453 (376*2π)/6752 weeks
3779.07659 -1.66928 (377*2π)/6752 weeks
3789.15742 -.43065 (378*2π)/6752 weeks
3798.55658 .73192 (379*2π)/6752 weeks
3807.38086 1.47009 (380*2π)/6752 weeks
3815.9142 1.54105 (381*2π)/6752 weeks
3824.51634 .88843 (382*2π)/6752 weeks
3833.51317 -.36836 (383*2π)/6752 weeks
3843.12995 -1.99388 (384*2π)/6752 weeks
3853.47254 -3.67327 (385*2π)/6752 weeks
3864.49681 -5.08161 (386*2π)/6752 weeks
3876.00108 -5.92888 (387*2π)/6752 weeks
3887.66694 -6.0911 (388*2π)/6752 weeks
3899.19427 -5.58975 (389*2π)/6752 weeks
39010.31907 -4.5828 (390*2π)/6752 weeks
39110.90848 -3.28827 (391*2π)/6752 weeks
39210.87741 -1.96419 (392*2π)/6752 weeks
39310.31212 -.90186 (393*2π)/6752 weeks
3949.39042 -.2985 (394*2π)/6752 weeks
3958.39644 -.26009 (395*2π)/6752 weeks
3967.57724 -.72473 (396*2π)/6752 weeks
3977.156 -1.57175 (397*2π)/6752 weeks
3987.27219 -2.56161 (398*2π)/6752 weeks
3997.96114 -3.44045 (399*2π)/6752 weeks
4009.13698 -3.90388 (400*2π)/6752 weeks
40110.54469 -3.74579 (401*2π)/6752 weeks
40211.86104 -2.88184 (402*2π)/6752 weeks
40312.74538 -1.43765 (403*2π)/6752 weeks
40412.97639 .35909 (404*2π)/6752 weeks
40512.44329 2.16068 (405*2π)/6752 weeks
40611.21904 3.66135 (406*2π)/6752 weeks
4079.47674 4.54971 (407*2π)/6752 weeks
4087.57101 4.68117 (408*2π)/6752 weeks
4095.83421 4.05871 (409*2π)/6752 weeks
4104.59865 2.88785 (410*2π)/6752 weeks
4113.97557 1.46282 (411*2π)/6752 weeks
4123.98938 .06566 (412*2π)/6752 weeks
4134.50844 -1.05676 (413*2π)/6752 weeks
4145.37238 -1.74399 (414*2π)/6752 weeks
4156.32821 -1.90366 (415*2π)/6752 weeks
4167.14244 -1.58923 (416*2π)/6752 weeks
4177.62813 -.93332 (417*2π)/6752 weeks
4187.71025 -.13164 (418*2π)/6752 weeks
4197.36401 .65984 (419*2π)/6752 weeks
4206.62645 1.25029 (420*2π)/6752 weeks
4215.5926 1.48077 (421*2π)/6752 weeks
4224.45827 1.20862 (422*2π)/6752 weeks
4233.47144 .43606 (423*2π)/6752 weeks
4242.85737 -.74671 (424*2π)/6752 weeks
4252.77832 -2.12672 (425*2π)/6752 weeks
4263.29191 -3.4638 (426*2π)/6752 weeks
4274.36351 -4.47289 (427*2π)/6752 weeks
4285.79229 -4.89948 (428*2π)/6752 weeks
4297.27186 -4.5996 (429*2π)/6752 weeks
4308.42239 -3.60912 (430*2π)/6752 weeks
4318.9391 -2.1729 (431*2π)/6752 weeks
4328.67399 -.62915 (432*2π)/6752 weeks
4337.6498 .62837 (433*2π)/6752 weeks
4346.07935 1.26873 (434*2π)/6752 weeks
4354.30908 1.08363 (435*2π)/6752 weeks
4362.76388 .06362 (436*2π)/6752 weeks
4371.82257 -1.58324 (437*2π)/6752 weeks
4381.69121 -3.49202 (438*2π)/6752 weeks
4392.37937 -5.26666 (439*2π)/6752 weeks
4403.73457 -6.57701 (440*2π)/6752 weeks
4415.47468 -7.17711 (441*2π)/6752 weeks
4427.24412 -6.98652 (442*2π)/6752 weeks
4438.68826 -6.0914 (443*2π)/6752 weeks
4449.56084 -4.73423 (444*2π)/6752 weeks
4459.73016 -3.19398 (445*2π)/6752 weeks
4469.2053 -1.8098 (446*2π)/6752 weeks
4478.12919 -.84759 (447*2π)/6752 weeks
4486.74808 -.52422 (448*2π)/6752 weeks
4495.39038 -.88922 (449*2π)/6752 weeks
4504.36348 -1.8855 (450*2π)/6752 weeks
4513.95187 -3.26685 (451*2π)/6751 weeks
4524.26841 -4.70662 (452*2π)/6751 weeks
4535.27263 -5.82408 (453*2π)/6751 weeks
4546.71017 -6.32504 (454*2π)/6751 weeks
4558.25701 -6.06404 (455*2π)/6751 weeks
4569.51186 -5.06194 (456*2π)/6751 weeks
45710.15743 -3.53393 (457*2π)/6751 weeks
4589.99027 -1.83366 (458*2π)/6751 weeks
4599.02947 -.36801 (459*2π)/6751 weeks
4607.45884 .52141 (460*2π)/6751 weeks
4615.63521 .61242 (461*2π)/6751 weeks
4623.94689 -.10335 (462*2π)/6751 weeks
4632.7442 -1.45263 (463*2π)/6751 weeks
4642.22073 -3.11787 (464*2π)/6751 weeks
4652.39558 -4.78567 (465*2π)/6751 weeks
4663.17261 -6.16877 (466*2π)/6751 weeks
4674.36426 -7.07181 (467*2π)/6751 weeks
4685.71075 -7.36902 (468*2π)/6751 weeks
4696.91784 -7.09194 (469*2π)/6751 weeks
4707.77604 -6.39544 (470*2π)/6751 weeks
4718.16734 -5.49064 (471*2π)/6751 weeks
4728.08913 -4.58096 (472*2π)/6751 weeks
4737.56102 -3.83792 (473*2π)/6751 weeks
4746.6804 -3.46141 (474*2π)/6751 weeks
4755.62699 -3.58616 (475*2π)/6751 weeks
4764.65062 -4.28064 (476*2π)/6751 weeks
4774.00079 -5.46475 (477*2π)/6751 weeks
4783.88034 -6.99632 (478*2π)/6751 weeks
4794.4435 -8.6199 (479*2π)/6751 weeks
4805.71853 -10.03726 (480*2π)/6751 weeks
4817.60555 -10.89896 (481*2π)/6751 weeks
4829.80096 -10.94828 (482*2π)/6751 weeks
48311.90249 -10.08384 (483*2π)/6751 weeks
48413.49241 -8.44301 (484*2π)/6751 weeks
48514.28351 -6.32238 (485*2π)/6751 weeks
48614.12699 -4.13541 (486*2π)/6751 weeks
48713.11776 -2.32257 (487*2π)/6751 weeks
48811.53155 -1.22851 (488*2π)/6751 weeks
4899.80299 -1.00738 (489*2π)/6751 weeks
4908.33584 -1.58591 (490*2π)/6751 weeks
4917.47629 -2.72609 (491*2π)/6751 weeks
4927.39164 -4.05157 (492*2π)/6751 weeks
4938.08263 -5.16099 (493*2π)/6751 weeks
4949.31562 -5.6741 (494*2π)/6751 weeks
49510.72726 -5.4308 (495*2π)/6751 weeks
49611.94841 -4.40632 (496*2π)/6751 weeks
49712.61389 -2.76048 (497*2π)/6751 weeks
49812.45693 -.78787 (498*2π)/6751 weeks
49911.3709 1.07147 (499*2π)/6751 weeks
5009.49074 2.40202 (500*2π)/6751 weeks
5017.1029 2.88718 (501*2π)/6751 weeks
5024.61295 2.3535 (502*2π)/6751 weeks
5032.47831 .80916 (503*2π)/6751 weeks
5041.14768 -1.51453 (504*2π)/6751 weeks
505.90713 -4.18286 (505*2π)/6751 weeks
5061.81372 -6.65401 (506*2π)/6751 weeks
5073.64747 -8.43447 (507*2π)/6751 weeks
5085.98837 -9.17479 (508*2π)/6751 weeks
5098.29214 -8.77972 (509*2π)/6751 weeks
51010.05269 -7.41343 (510*2π)/6751 weeks
51110.89054 -5.45075 (511*2π)/6751 weeks
51210.64889 -3.40752 (512*2π)/6751 weeks
5139.43943 -1.81458 (513*2π)/6751 weeks
5147.6371 -1.08315 (514*2π)/6751 weeks
5155.76899 -1.33787 (515*2π)/6751 weeks
5164.28792 -2.43216 (516*2π)/6751 weeks
5173.51255 -4.07135 (517*2π)/6751 weeks
5183.58439 -5.84915 (518*2π)/6751 weeks
5194.46474 -7.37826 (519*2π)/6751 weeks
5205.92311 -8.28312 (520*2π)/6751 weeks
5217.57179 -8.41482 (521*2π)/6751 weeks
5229.05103 -7.80324 (522*2π)/6751 weeks
52310.06735 -6.64341 (523*2π)/6751 weeks
52410.49133 -5.17843 (524*2π)/6751 weeks
52510.23867 -3.67031 (525*2π)/6751 weeks
5269.36362 -2.3913 (526*2π)/6751 weeks
5278.00122 -1.59385 (527*2π)/6751 weeks
5286.41927 -1.41983 (528*2π)/6751 weeks
5294.85042 -1.9055 (529*2π)/6751 weeks
5303.5838 -3.00905 (530*2π)/6751 weeks
5312.83546 -4.58427 (531*2π)/6751 weeks
5322.82077 -6.38046 (532*2π)/6751 weeks
5333.57279 -8.05765 (533*2π)/6751 weeks
5345.03725 -9.28797 (534*2π)/6751 weeks
5356.93819 -9.73614 (535*2π)/6751 weeks
5368.90825 -9.26399 (536*2π)/6751 weeks
53710.47681 -7.88294 (537*2π)/6751 weeks
53811.26962 -5.88235 (538*2π)/6751 weeks
53911.06996 -3.64926 (539*2π)/6751 weeks
5409.8553 -1.66479 (540*2π)/6751 weeks
5417.82041 -.33845 (541*2π)/6751 weeks
5425.3162 -.01536 (542*2π)/6751 weeks
5432.85738 -.81606 (543*2π)/6751 weeks
544.96795 -2.62323 (544*2π)/6751 weeks
545.06204 -5.02865 (545*2π)/6751 weeks
546.26708 -7.52533 (546*2π)/6751 weeks
5471.51026 -9.59706 (547*2π)/6751 weeks
5483.49064 -10.84243 (548*2π)/6751 weeks
5495.77529 -10.95731 (549*2π)/6751 weeks
5507.74413 -9.897 (550*2π)/6751 weeks
5518.86954 -7.96566 (551*2π)/6751 weeks
5528.81797 -5.6588 (552*2π)/6751 weeks
5537.54419 -3.55374 (553*2π)/6751 weeks
5545.21712 -2.20183 (554*2π)/6751 weeks
5552.26409 -2.06785 (555*2π)/6751 weeks
556-.66813 -3.35616 (556*2π)/6751 weeks
557-2.89837 -5.93711 (557*2π)/6751 weeks
558-3.89021 -9.35136 (558*2π)/6751 weeks
559-3.38547 -12.94697 (559*2π)/6751 weeks
560-1.45388 -16.01992 (560*2π)/6751 weeks
5611.51499 -17.97857 (561*2π)/6751 weeks
5624.90091 -18.4721 (562*2π)/6751 weeks
5637.98115 -17.44556 (563*2π)/6751 weeks
56410.03418 -15.22383 (564*2π)/6751 weeks
56510.57856 -12.47492 (565*2π)/6751 weeks
5669.57185 -10.08147 (566*2π)/6751 weeks
5677.46577 -8.74999 (567*2π)/6751 weeks
5684.94632 -8.84885 (568*2π)/6751 weeks
5692.72762 -10.36438 (569*2π)/6751 weeks
5701.46047 -13.04741 (570*2π)/6751 weeks
5711.66288 -16.30064 (571*2π)/6751 weeks
5723.46461 -19.31713 (572*2π)/6751 weeks
5736.55104 -21.31242 (573*2π)/6751 weeks
57410.24054 -21.87003 (574*2π)/6751 weeks
57513.87539 -20.92087 (575*2π)/6751 weeks
57616.84337 -18.66569 (576*2π)/6751 weeks
57718.71659 -15.49476 (577*2π)/6751 weeks
57819.19512 -11.93487 (578*2π)/6751 weeks
57918.3195 -8.62752 (579*2π)/6751 weeks
58016.36165 -6.05515 (580*2π)/6751 weeks
58113.77654 -4.51064 (581*2π)/6751 weeks
58210.97554 -4.04746 (582*2π)/6751 weeks
5838.3675 -4.6625 (583*2π)/6751 weeks
5846.33952 -6.16213 (584*2π)/6751 weeks
5855.21261 -8.22315 (585*2π)/6751 weeks
5865.08925 -10.37029 (586*2π)/6751 weeks
5875.86425 -12.17768 (587*2π)/6751 weeks
5887.2711 -13.31182 (588*2π)/6751 weeks
5898.96753 -13.59399 (589*2π)/6751 weeks
59010.54635 -12.90961 (590*2π)/6751 weeks
59111.50255 -11.39891 (591*2π)/6751 weeks
59211.46593 -9.44437 (592*2π)/6751 weeks
59310.27431 -7.59761 (593*2π)/6751 weeks
5948.07991 -6.4089 (594*2π)/6751 weeks
5955.20134 -6.33294 (595*2π)/6751 weeks
5962.24033 -7.68326 (596*2π)/6751 weeks
597-.13247 -10.43861 (597*2π)/6751 weeks
598-1.23431 -14.27015 (598*2π)/6751 weeks
599-.64175 -18.49092 (599*2π)/6751 weeks
6001.73641 -22.31529 (600*2π)/6751 weeks
6015.59433 -24.92266 (601*2π)/6751 weeks
60210.28063 -25.76285 (602*2π)/6751 weeks
60314.94825 -24.57667 (603*2π)/6751 weeks
60418.70321 -21.55365 (604*2π)/6751 weeks
60520.82625 -17.18886 (605*2π)/6751 weeks
60620.79618 -12.35414 (606*2π)/6751 weeks
60718.61407 -8.05109 (607*2π)/6751 weeks
60814.71152 -5.23005 (608*2π)/6751 weeks
6099.94018 -4.49395 (609*2π)/6751 weeks
6105.27335 -6.07572 (610*2π)/6751 weeks
6111.83745 -9.76244 (611*2π)/6751 weeks
612.5286 -14.77564 (612*2π)/6751 weeks
6131.86272 -19.93178 (613*2π)/6751 weeks
6145.61156 -23.87257 (614*2π)/6751 weeks
61510.9414 -25.55162 (615*2π)/6751 weeks
61616.5813 -24.3758 (616*2π)/6751 weeks
61721.09881 -20.47997 (617*2π)/6751 weeks
61823.22414 -14.63542 (618*2π)/6751 weeks
61922.21997 -8.27189 (619*2π)/6751 weeks
62018.18606 -2.9434 (620*2π)/6751 weeks
62111.89877 -.04732 (621*2π)/6751 weeks
6224.82188 -.38229 (622*2π)/6751 weeks
623-1.41311 -4.03073 (623*2π)/6751 weeks
624-5.20717 -10.1325 (624*2π)/6751 weeks
625-5.74804 -17.15487 (625*2π)/6751 weeks
626-2.99699 -23.40504 (626*2π)/6751 weeks
6272.15435 -27.40883 (627*2π)/6751 weeks
6288.38818 -28.3369 (628*2π)/6751 weeks
62914.03079 -26.06891 (629*2π)/6751 weeks
63017.72236 -21.32939 (630*2π)/6751 weeks
63118.53729 -15.26904 (631*2π)/6751 weeks
63216.25821 -9.36284 (632*2π)/6751 weeks
63311.21431 -4.90392 (633*2π)/6751 weeks
6344.37278 -3.06581 (634*2π)/6751 weeks
635-2.88409 -4.24715 (635*2π)/6751 weeks
636-9.24141 -8.25863 (636*2π)/6751 weeks
637-13.72891 -14.26998 (637*2π)/6751 weeks
638-15.87799 -21.49238 (638*2π)/6751 weeks
639-15.34645 -28.90097 (639*2π)/6751 weeks
640-12.26425 -35.37853 (640*2π)/6751 weeks
641-7.25573 -39.84391 (641*2π)/6751 weeks
642-1.45203 -41.68363 (642*2π)/6751 weeks
6433.97119 -40.80652 (643*2π)/6751 weeks
6447.85996 -37.54408 (644*2π)/6751 weeks
6459.2262 -32.64115 (645*2π)/6751 weeks
6467.27189 -27.2421 (646*2π)/6751 weeks
6471.77472 -23.00992 (647*2π)/6751 weeks
648-6.62247 -21.66736 (648*2π)/6751 weeks
649-16.43209 -24.46778 (649*2π)/6751 weeks
650-25.73584 -31.78093 (650*2π)/6751 weeks
651-32.69159 -43.25537 (651*2π)/6751 weeks
652-35.67369 -57.72624 (652*2π)/6751 weeks
653-33.57313 -73.46585 (653*2π)/6751 weeks
654-26.03274 -88.1394 (654*2π)/6751 weeks
655-14.07043 -99.44473 (655*2π)/6751 weeks
656.46341 -105.7714 (656*2π)/6751 weeks
65715.11933 -106.5871 (657*2π)/6751 weeks
65827.64737 -102.2743 (658*2π)/6751 weeks
65935.70815 -93.81952 (659*2π)/6751 weeks
66037.28685 -83.57684 (660*2π)/6751 weeks
66131.22493 -74.88745 (661*2π)/6751 weeks
66218.31228 -71.98235 (662*2π)/6751 weeks
6631.36824 -78.42957 (663*2π)/6751 weeks
664-15.28827 -96.59135 (664*2π)/6751 weeks
665-26.30931 -126.9311 (665*2π)/6751 weeks
666-25.87316 -168.0943 (666*2π)/6751 weeks
667-7.9973 -215.6627 (667*2π)/6751 weeks
66831.26829 -261.9241 (668*2π)/6751 weeks
66991.82661 -296.9424 (669*2π)/6751 weeks
670168.1899 -311.9964 (670*2π)/6751 weeks
671252.4247 -301.639 (671*2π)/6751 weeks
672335.6492 -263.837 (672*2π)/6751 weeks
673408.7497 -198.0577 (673*2π)/6751 weeks

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