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Fourier Analysis of VRNM (Verenium Corporation)


VRNM (Verenium Corporation) appears to have interesting cyclic behaviour every 36 weeks (17.5755*cosine), 72 weeks (17.2514*sine), and 23 weeks (15.5351*cosine).

VRNM (Verenium Corporation) has an average price of 88.24 (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 2/14/2000 to 10/28/2013 for VRNM (Verenium Corporation), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
088.24248   0 
143.32644 71.48481 (1*2π)/716716 weeks
252.45888 35.72326 (2*2π)/716358 weeks
324.74914 31.67756 (3*2π)/716239 weeks
436.60828 34.62815 (4*2π)/716179 weeks
514.43507 27.85888 (5*2π)/716143 weeks
624.64651 21.73483 (6*2π)/716119 weeks
716.3764 26.40472 (7*2π)/716102 weeks
816.69877 17.78142 (8*2π)/71690 weeks
915.70793 22.01322 (9*2π)/71680 weeks
1012.27537 17.25136 (10*2π)/71672 weeks
1112.5741 15.25433 (11*2π)/71665 weeks
1212.49451 14.26045 (12*2π)/71660 weeks
1312.76483 13.06701 (13*2π)/71655 weeks
1412.68961 14.60469 (14*2π)/71651 weeks
159.33718 12.12916 (15*2π)/71648 weeks
1610.99641 10.82449 (16*2π)/71645 weeks
1710.26829 8.27717 (17*2π)/71642 weeks
1812.25809 10.17956 (18*2π)/71640 weeks
1910.54304 5.54095 (19*2π)/71638 weeks
2017.57546 8.00706 (20*2π)/71636 weeks
2112.84848 10.86255 (21*2π)/71634 weeks
2214.40142 10.38354 (22*2π)/71633 weeks
2310.93582 10.54545 (23*2π)/71631 weeks
2412.93778 8.33558 (24*2π)/71630 weeks
2512.37144 10.371 (25*2π)/71629 weeks
2611.43204 10.11312 (26*2π)/71628 weeks
279.92159 7.22476 (27*2π)/71627 weeks
2812.94341 5.72335 (28*2π)/71626 weeks
2915.30966 7.77354 (29*2π)/71625 weeks
3015.07528 8.609 (30*2π)/71624 weeks
3115.53506 11.43348 (31*2π)/71623 weeks
3213.82134 12.30289 (32*2π)/71622 weeks
3311.51536 11.56858 (33*2π)/71622 weeks
3412.91055 11.55867 (34*2π)/71621 weeks
3511.32076 11.84639 (35*2π)/71620 weeks
3610.74272 11.44406 (36*2π)/71620 weeks
3710.27741 10.56045 (37*2π)/71619 weeks
3813.05828 9.4346 (38*2π)/71619 weeks
3911.45221 13.30461 (39*2π)/71618 weeks
4011.16748 12.16955 (40*2π)/71618 weeks
419.66517 12.14147 (41*2π)/71617 weeks
4210.52435 12.45242 (42*2π)/71617 weeks
439.79636 12.16695 (43*2π)/71617 weeks
4410.1846 13.07229 (44*2π)/71616 weeks
459.00142 14.03373 (45*2π)/71616 weeks
467.26875 14.2066 (46*2π)/71616 weeks
476.15369 12.81391 (47*2π)/71615 weeks
486.01764 12.40522 (48*2π)/71615 weeks
495.67362 11.97304 (49*2π)/71615 weeks
505.21071 11.50916 (50*2π)/71614 weeks
514.77302 10.22831 (51*2π)/71614 weeks
525.5977 9.88915 (52*2π)/71614 weeks
536.48473 9.39376 (53*2π)/71614 weeks
545.31502 10.68226 (54*2π)/71613 weeks
556.19247 8.65084 (55*2π)/71613 weeks
566.12036 9.81178 (56*2π)/71613 weeks
576.93588 9.24495 (57*2π)/71613 weeks
586.34034 10.17732 (58*2π)/71612 weeks
597.51353 9.88968 (59*2π)/71612 weeks
606.20299 12.0373 (60*2π)/71612 weeks
615.72424 11.52431 (61*2π)/71612 weeks
623.48297 11.24203 (62*2π)/71612 weeks
634.41169 10.14748 (63*2π)/71611 weeks
643.75426 9.15246 (64*2π)/71611 weeks
654.7776 9.08865 (65*2π)/71611 weeks
665.65155 9.62421 (66*2π)/71611 weeks
673.86052 10.31004 (67*2π)/71611 weeks
684.08508 8.89564 (68*2π)/71611 weeks
695.00876 8.76484 (69*2π)/71610 weeks
705.02682 9.00298 (70*2π)/71610 weeks
716.10463 9.6383 (71*2π)/71610 weeks
725.28651 10.71946 (72*2π)/71610 weeks
735.12696 11.03019 (73*2π)/71610 weeks
743.83965 12.0306 (74*2π)/71610 weeks
753.11336 11.1927 (75*2π)/71610 weeks
762.31579 11.43986 (76*2π)/7169 weeks
771.95227 10.68623 (77*2π)/7169 weeks
781.00197 10.26739 (78*2π)/7169 weeks
791.45113 9.33117 (79*2π)/7169 weeks
801.34371 9.03068 (80*2π)/7169 weeks
811.74081 9.29892 (81*2π)/7169 weeks
821.31362 8.85513 (82*2π)/7169 weeks
831.18299 9.18543 (83*2π)/7169 weeks
841.40856 8.60895 (84*2π)/7169 weeks
85.43633 9.49516 (85*2π)/7168 weeks
86-.05663 8.28263 (86*2π)/7168 weeks
87-.40287 7.49711 (87*2π)/7168 weeks
88.46901 6.33315 (88*2π)/7168 weeks
891.14406 7.19871 (89*2π)/7168 weeks
90.60998 6.48968 (90*2π)/7168 weeks
911.11727 7.14372 (91*2π)/7168 weeks
92.74466 5.87252 (92*2π)/7168 weeks
931.6247 7.02758 (93*2π)/7168 weeks
941.13087 6.513 (94*2π)/7168 weeks
95.75949 6.66913 (95*2π)/7168 weeks
961.40901 5.872 (96*2π)/7167 weeks
971.51604 6.39445 (97*2π)/7167 weeks
981.70493 6.49955 (98*2π)/7167 weeks
991.54177 6.63442 (99*2π)/7167 weeks
1001.56314 7.17002 (100*2π)/7167 weeks
1011.14435 6.90479 (101*2π)/7167 weeks
102.643 7.89559 (102*2π)/7167 weeks
103-.31042 6.62765 (103*2π)/7167 weeks
104-.39654 6.49175 (104*2π)/7167 weeks
105.29235 5.82956 (105*2π)/7167 weeks
106-.77552 6.11152 (106*2π)/7167 weeks
107-.0552 5.10698 (107*2π)/7167 weeks
108-.00054 5.03049 (108*2π)/7167 weeks
109-.05979 5.29683 (109*2π)/7167 weeks
110-.23329 4.66598 (110*2π)/7167 weeks
111.10112 3.80529 (111*2π)/7166 weeks
1121.09991 4.51785 (112*2π)/7166 weeks
1131.0288 4.46363 (113*2π)/7166 weeks
114.49381 5.10139 (114*2π)/7166 weeks
115.68032 4.06828 (115*2π)/7166 weeks
116.9443 4.73698 (116*2π)/7166 weeks
117.64982 4.42453 (117*2π)/7166 weeks
118.74443 4.4189 (118*2π)/7166 weeks
119.79912 4.19878 (119*2π)/7166 weeks
120.78976 4.34479 (120*2π)/7166 weeks
121.80164 3.76174 (121*2π)/7166 weeks
1221.38064 4.1328 (122*2π)/7166 weeks
123.97287 4.07431 (123*2π)/7166 weeks
1241.42812 4.02811 (124*2π)/7166 weeks
1251.03182 4.19145 (125*2π)/7166 weeks
1261.48768 3.84065 (126*2π)/7166 weeks
1271.21361 3.84802 (127*2π)/7166 weeks
1282.30276 3.93038 (128*2π)/7166 weeks
1291.92445 4.52651 (129*2π)/7166 weeks
1301.84302 4.92728 (130*2π)/7166 weeks
1311.35293 4.53089 (131*2π)/7165 weeks
1322.12722 4.52707 (132*2π)/7165 weeks
1331.88653 5.33954 (133*2π)/7165 weeks
1341.52765 5.65696 (134*2π)/7165 weeks
135.72369 5.47973 (135*2π)/7165 weeks
136.8892 5.33482 (136*2π)/7165 weeks
137.67666 5.23336 (137*2π)/7165 weeks
138.42525 5.43854 (138*2π)/7165 weeks
139.04289 4.89414 (139*2π)/7165 weeks
140.63328 4.99359 (140*2π)/7165 weeks
141-.13025 5.14654 (141*2π)/7165 weeks
142.02809 4.86858 (142*2π)/7165 weeks
143-.34786 4.81209 (143*2π)/7165 weeks
144-.29958 4.45811 (144*2π)/7165 weeks
145-.2581 4.5792 (145*2π)/7165 weeks
146-.2829 4.19513 (146*2π)/7165 weeks
147-.32316 4.51345 (147*2π)/7165 weeks
148-.29294 4.25441 (148*2π)/7165 weeks
149-.78747 4.42876 (149*2π)/7165 weeks
150-.64938 3.84027 (150*2π)/7165 weeks
151-.35698 3.99396 (151*2π)/7165 weeks
152-.75091 4.41964 (152*2π)/7165 weeks
153-1.20973 3.81654 (153*2π)/7165 weeks
154-.92179 3.83245 (154*2π)/7165 weeks
155-1.40775 3.5349 (155*2π)/7165 weeks
156-1.45977 3.148 (156*2π)/7165 weeks
157-.74205 2.62408 (157*2π)/7165 weeks
158-1.15522 3.30718 (158*2π)/7165 weeks
159-.81529 2.50539 (159*2π)/7165 weeks
160-.8565 3.13397 (160*2π)/7164 weeks
161-1.04098 2.90664 (161*2π)/7164 weeks
162-1.483 2.7886 (162*2π)/7164 weeks
163-1.02507 2.16549 (163*2π)/7164 weeks
164-1.31151 2.6087 (164*2π)/7164 weeks
165-1.44286 1.88299 (165*2π)/7164 weeks
166-1.17079 1.90651 (166*2π)/7164 weeks
167-1.34595 1.30867 (167*2π)/7164 weeks
168-.84605 1.29495 (168*2π)/7164 weeks
169-.66791 .61264 (169*2π)/7164 weeks
170.32257 1.23397 (170*2π)/7164 weeks
171-.2295 1.46058 (171*2π)/7164 weeks
172.1296 1.30541 (172*2π)/7164 weeks
173.11395 1.41861 (173*2π)/7164 weeks
174.18342 1.80308 (174*2π)/7164 weeks
175-.064 1.43951 (175*2π)/7164 weeks
176.04965 1.55583 (176*2π)/7164 weeks
177.37201 1.57513 (177*2π)/7164 weeks
178-.05985 1.82931 (178*2π)/7164 weeks
179.04712 1.65736 (179*2π)/7164 weeks
180-.09714 1.5637 (180*2π)/7164 weeks
181.19651 1.40242 (181*2π)/7164 weeks
182.09869 1.75057 (182*2π)/7164 weeks
183.11843 1.75261 (183*2π)/7164 weeks
184-.42798 1.79649 (184*2π)/7164 weeks
185-.12996 1.38188 (185*2π)/7164 weeks
186-.34662 1.77822 (186*2π)/7164 weeks
187-.60276 1.28045 (187*2π)/7164 weeks
188-.56985 1.03516 (188*2π)/7164 weeks
189-.3091 .97938 (189*2π)/7164 weeks
190-.5057 .71503 (190*2π)/7164 weeks
191-.22028 .65661 (191*2π)/7164 weeks
192-.10659 .42381 (192*2π)/7164 weeks
193.01962 .76004 (193*2π)/7164 weeks
194-.24915 .28973 (194*2π)/7164 weeks
195.20271 .12805 (195*2π)/7164 weeks
196.65215 .14929 (196*2π)/7164 weeks
197.52038 .54199 (197*2π)/7164 weeks
198.77887 .48483 (198*2π)/7164 weeks
199.54827 .5885 (199*2π)/7164 weeks
200.83391 .57709 (200*2π)/7164 weeks
201.74509 .98588 (201*2π)/7164 weeks
202.47552 .75676 (202*2π)/7164 weeks
203.57802 .97168 (203*2π)/7164 weeks
204.35495 .92162 (204*2π)/7164 weeks
205.00473 .64188 (205*2π)/7163 weeks
206.26228 .52849 (206*2π)/7163 weeks
207.30399 .29436 (207*2π)/7163 weeks
208.09839 .32572 (208*2π)/7163 weeks
209.55931 -.18906 (209*2π)/7163 weeks
210.89941 .10878 (210*2π)/7163 weeks
211.80369 .61328 (211*2π)/7163 weeks
212.4753 .24074 (212*2π)/7163 weeks
213.68945 .22595 (213*2π)/7163 weeks
214.75209 .40885 (214*2π)/7163 weeks
215.43789 .36469 (215*2π)/7163 weeks
216.2409 .10082 (216*2π)/7163 weeks
217.51277 -.38491 (217*2π)/7163 weeks
218.89764 -.39006 (218*2π)/7163 weeks
219.99001 -.35823 (219*2π)/7163 weeks
2201.44256 -.17048 (220*2π)/7163 weeks
2211.145 -.00949 (221*2π)/7163 weeks
2221.39496 .0235 (222*2π)/7163 weeks
2231.30219 .21944 (223*2π)/7163 weeks
2241.08768 .31711 (224*2π)/7163 weeks
225.85174 -.06397 (225*2π)/7163 weeks
2261.43131 -.2525 (226*2π)/7163 weeks
2271.37079 .11974 (227*2π)/7163 weeks
2281.32237 .28396 (228*2π)/7163 weeks
229.95799 -.22753 (229*2π)/7163 weeks
2301.59453 -.07682 (230*2π)/7163 weeks
2311.56012 -.23498 (231*2π)/7163 weeks
2321.78361 .14223 (232*2π)/7163 weeks
2331.74735 .34816 (233*2π)/7163 weeks
2341.61247 .1263 (234*2π)/7163 weeks
2351.83498 .71529 (235*2π)/7163 weeks
2361.57325 .52903 (236*2π)/7163 weeks
2371.32107 .80551 (237*2π)/7163 weeks
2381.35914 .51218 (238*2π)/7163 weeks
2391.24317 .86191 (239*2π)/7163 weeks
240.92959 .62857 (240*2π)/7163 weeks
241.69046 .76985 (241*2π)/7163 weeks
242.67213 -.03682 (242*2π)/7163 weeks
243.86385 .36651 (243*2π)/7163 weeks
244.77789 .04227 (244*2π)/7163 weeks
245.64346 -.00867 (245*2π)/7163 weeks
246.70053 -.41291 (246*2π)/7163 weeks
2471.05234 -.38153 (247*2π)/7163 weeks
2481.00832 -.53602 (248*2π)/7163 weeks
2491.32894 -.6204 (249*2π)/7163 weeks
2501.48988 -.33568 (250*2π)/7163 weeks
2511.46056 -.58728 (251*2π)/7163 weeks
2521.74249 -.13827 (252*2π)/7163 weeks
2531.60947 -.24814 (253*2π)/7163 weeks
2541.59907 .15821 (254*2π)/7163 weeks
2551.22784 .03403 (255*2π)/7163 weeks
2561.26882 -.11507 (256*2π)/7163 weeks
257.91193 -.21954 (257*2π)/7163 weeks
2581.28679 -.73456 (258*2π)/7163 weeks
2591.38407 -.52925 (259*2π)/7163 weeks
2601.5373 -.63579 (260*2π)/7163 weeks
2611.41702 -.64487 (261*2π)/7163 weeks
2621.87697 -.88003 (262*2π)/7163 weeks
2631.83198 -.465 (263*2π)/7163 weeks
2641.72643 -.61993 (264*2π)/7163 weeks
2651.97233 -.75792 (265*2π)/7163 weeks
2662.09344 -.69234 (266*2π)/7163 weeks
2672.2505 -.51283 (267*2π)/7163 weeks
2682.30551 -.45545 (268*2π)/7163 weeks
2692.32589 -.37143 (269*2π)/7163 weeks
2702.40396 -.22289 (270*2π)/7163 weeks
2712.41476 -.07887 (271*2π)/7163 weeks
2722.35347 .00322 (272*2π)/7163 weeks
2732.25819 .14006 (273*2π)/7163 weeks
2742.41019 .21256 (274*2π)/7163 weeks
2752.14576 .30106 (275*2π)/7163 weeks
2762.19725 .61381 (276*2π)/7163 weeks
2771.53624 .56293 (277*2π)/7163 weeks
2781.50476 .04853 (278*2π)/7163 weeks
2791.67777 .02888 (279*2π)/7163 weeks
2801.7382 -.03352 (280*2π)/7163 weeks
2811.73979 -.00485 (281*2π)/7163 weeks
2821.7696 .08042 (282*2π)/7163 weeks
2831.68062 -.05309 (283*2π)/7163 weeks
2841.65314 .15379 (284*2π)/7163 weeks
2851.41995 -.13938 (285*2π)/7163 weeks
2861.51529 -.24716 (286*2π)/7163 weeks
2871.63919 -.50846 (287*2π)/7162 weeks
2881.85311 -.34398 (288*2π)/7162 weeks
2891.70939 -.34733 (289*2π)/7162 weeks
2901.8928 -.5068 (290*2π)/7162 weeks
2912.02277 -.26819 (291*2π)/7162 weeks
2921.7697 -.27466 (292*2π)/7162 weeks
2931.9527 -.55579 (293*2π)/7162 weeks
2942.18176 -.2807 (294*2π)/7162 weeks
2952.12473 -.06682 (295*2π)/7162 weeks
2961.72883 -.01904 (296*2π)/7162 weeks
2971.72814 -.19813 (297*2π)/7162 weeks
2981.81369 -.41948 (298*2π)/7162 weeks
2991.92195 -.02316 (299*2π)/7162 weeks
3001.32706 -.16048 (300*2π)/7162 weeks
3011.30761 -.66173 (301*2π)/7162 weeks
3021.60857 -.97584 (302*2π)/7162 weeks
3031.85992 -.96826 (303*2π)/7162 weeks
3041.90931 -1.0305 (304*2π)/7162 weeks
3052.23382 -1.08327 (305*2π)/7162 weeks
3062.47021 -1.00829 (306*2π)/7162 weeks
3072.60825 -.64557 (307*2π)/7162 weeks
3082.2835 -.54675 (308*2π)/7162 weeks
3092.39036 -.77247 (309*2π)/7162 weeks
3102.47256 -.86105 (310*2π)/7162 weeks
3112.83694 -.5 (311*2π)/7162 weeks
3122.6677 -.56967 (312*2π)/7162 weeks
3132.57671 -.08286 (313*2π)/7162 weeks
3142.40516 -.4407 (314*2π)/7162 weeks
3152.4491 -.42556 (315*2π)/7162 weeks
3162.52805 -.30218 (316*2π)/7162 weeks
3172.34723 -.4316 (317*2π)/7162 weeks
3182.35103 -.47032 (318*2π)/7162 weeks
3192.46999 -.65363 (319*2π)/7162 weeks
3202.49582 -.64497 (320*2π)/7162 weeks
3212.80614 -.76981 (321*2π)/7162 weeks
3222.77049 -.53122 (322*2π)/7162 weeks
3233.0303 -.6279 (323*2π)/7162 weeks
3243.07316 -.2686 (324*2π)/7162 weeks
3252.96955 -.30826 (325*2π)/7162 weeks
3263.07288 -.01255 (326*2π)/7162 weeks
3272.74268 -.10247 (327*2π)/7162 weeks
3282.87475 -.19083 (328*2π)/7162 weeks
3292.94093 -.30087 (329*2π)/7162 weeks
3303.38362 .03054 (330*2π)/7162 weeks
3312.90666 .31607 (331*2π)/7162 weeks
3322.97178 .31484 (332*2π)/7162 weeks
3332.61022 .17063 (333*2π)/7162 weeks
3343.06073 .20976 (334*2π)/7162 weeks
3352.73315 .3366 (335*2π)/7162 weeks
3362.9357 .40985 (336*2π)/7162 weeks
3372.752 .50347 (337*2π)/7162 weeks
3382.70257 .79949 (338*2π)/7162 weeks
3392.33314 .68347 (339*2π)/7162 weeks
3402.16449 .70914 (340*2π)/7162 weeks
3411.99234 .28622 (341*2π)/7162 weeks
3422.27898 .30736 (342*2π)/7162 weeks
3432.00796 .3812 (343*2π)/7162 weeks
3442.04441 .05052 (344*2π)/7162 weeks
3452.0255 .10185 (345*2π)/7162 weeks
3462.12831 -.09873 (346*2π)/7162 weeks
3472.23596 -.23934 (347*2π)/7162 weeks
3482.61498 .08409 (348*2π)/7162 weeks
3492.27721 .11455 (349*2π)/7162 weeks
3502.35721 .13177 (350*2π)/7162 weeks
3512.29901 .16759 (351*2π)/7162 weeks
3522.11344 .11041 (352*2π)/7162 weeks
3532.12031 .09573 (353*2π)/7162 weeks
3542.12153 -.27851 (354*2π)/7162 weeks
3552.40483 -.07436 (355*2π)/7162 weeks
3562.50855 -.05078 (356*2π)/7162 weeks
3572.26865 .22588 (357*2π)/7162 weeks
3582.16685   (358*2π)/7162 weeks
3592.26865 -.22588 (359*2π)/7162 weeks
3602.50855 .05078 (360*2π)/7162 weeks
3612.40483 .07436 (361*2π)/7162 weeks
3622.12153 .27851 (362*2π)/7162 weeks
3632.12031 -.09573 (363*2π)/7162 weeks
3642.11344 -.11041 (364*2π)/7162 weeks
3652.29901 -.16759 (365*2π)/7162 weeks
3662.35721 -.13177 (366*2π)/7162 weeks
3672.27721 -.11455 (367*2π)/7162 weeks
3682.61498 -.08409 (368*2π)/7162 weeks
3692.23596 .23934 (369*2π)/7162 weeks
3702.12831 .09873 (370*2π)/7162 weeks
3712.0255 -.10185 (371*2π)/7162 weeks
3722.04441 -.05052 (372*2π)/7162 weeks
3732.00796 -.3812 (373*2π)/7162 weeks
3742.27898 -.30736 (374*2π)/7162 weeks
3751.99234 -.28622 (375*2π)/7162 weeks
3762.16449 -.70914 (376*2π)/7162 weeks
3772.33314 -.68347 (377*2π)/7162 weeks
3782.70257 -.79949 (378*2π)/7162 weeks
3792.752 -.50347 (379*2π)/7162 weeks
3802.9357 -.40985 (380*2π)/7162 weeks
3812.73315 -.3366 (381*2π)/7162 weeks
3823.06073 -.20976 (382*2π)/7162 weeks
3832.61022 -.17063 (383*2π)/7162 weeks
3842.97178 -.31484 (384*2π)/7162 weeks
3852.90666 -.31607 (385*2π)/7162 weeks
3863.38362 -.03054 (386*2π)/7162 weeks
3872.94093 .30087 (387*2π)/7162 weeks
3882.87475 .19083 (388*2π)/7162 weeks
3892.74268 .10247 (389*2π)/7162 weeks
3903.07288 .01255 (390*2π)/7162 weeks
3912.96955 .30826 (391*2π)/7162 weeks
3923.07316 .2686 (392*2π)/7162 weeks
3933.0303 .6279 (393*2π)/7162 weeks
3942.77049 .53122 (394*2π)/7162 weeks
3952.80614 .76981 (395*2π)/7162 weeks
3962.49582 .64497 (396*2π)/7162 weeks
3972.46999 .65363 (397*2π)/7162 weeks
3982.35103 .47032 (398*2π)/7162 weeks
3992.34723 .4316 (399*2π)/7162 weeks
4002.52805 .30218 (400*2π)/7162 weeks
4012.4491 .42556 (401*2π)/7162 weeks
4022.40516 .4407 (402*2π)/7162 weeks
4032.57671 .08286 (403*2π)/7162 weeks
4042.6677 .56967 (404*2π)/7162 weeks
4052.83694 .5 (405*2π)/7162 weeks
4062.47256 .86105 (406*2π)/7162 weeks
4072.39036 .77247 (407*2π)/7162 weeks
4082.2835 .54675 (408*2π)/7162 weeks
4092.60825 .64557 (409*2π)/7162 weeks
4102.47021 1.00829 (410*2π)/7162 weeks
4112.23382 1.08327 (411*2π)/7162 weeks
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71452.45888 -35.72326 (714*2π)/7161 weeks

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