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# Fourier Analysis of GURE (Gulf Resources)

GURE (Gulf Resources) appears to have interesting cyclic behaviour every 61 weeks (16.0145*cosine), 55 weeks (15.6056*cosine), and 47 weeks (15.1797*cosine).

GURE (Gulf Resources) has an average price of 12.21 (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.

## Fourier Analysis

Using data from 8/14/2006 to 3/19/2018 for GURE (Gulf Resources), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
012.20919   0
117.24017 3.21918 (1*2π)/606606 weeks
216.408 .47701 (2*2π)/606303 weeks
318.34001 2.42024 (3*2π)/606202 weeks
415.73529 3.24778 (4*2π)/606152 weeks
515.82798 1.83704 (5*2π)/606121 weeks
617.11153 2.21062 (6*2π)/606101 weeks
717.01381 3.46114 (7*2π)/60687 weeks
816.962 4.47778 (8*2π)/60676 weeks
916.07028 4.74231 (9*2π)/60667 weeks
1016.0145 4.8592 (10*2π)/60661 weeks
1115.60561 5.90565 (11*2π)/60655 weeks
1214.83202 5.64329 (12*2π)/60651 weeks
1315.17969 5.87435 (13*2π)/60647 weeks
1414.66763 6.61249 (14*2π)/60643 weeks
1514.23384 6.87062 (15*2π)/60640 weeks
1614.11536 7.13934 (16*2π)/60638 weeks
1713.58571 7.39451 (17*2π)/60636 weeks
1813.38102 7.60127 (18*2π)/60634 weeks
1912.98328 8.26826 (19*2π)/60632 weeks
2012.29245 8.27547 (20*2π)/60630 weeks
2112.00907 8.46198 (21*2π)/60629 weeks
2211.37186 8.63607 (22*2π)/60628 weeks
2311.04866 8.58515 (23*2π)/60626 weeks
2410.73108 8.7144 (24*2π)/60625 weeks
2510.34719 8.77354 (25*2π)/60624 weeks
2610.01542 8.91531 (26*2π)/60623 weeks
279.46063 9.07293 (27*2π)/60622 weeks
288.97122 9.00573 (28*2π)/60622 weeks
298.64532 8.90832 (29*2π)/60621 weeks
308.26197 8.81123 (30*2π)/60620 weeks
317.96339 8.7916 (31*2π)/60620 weeks
327.63453 8.76206 (32*2π)/60619 weeks
337.29276 8.71625 (33*2π)/60618 weeks
346.87166 8.6585 (34*2π)/60618 weeks
356.54188 8.41948 (35*2π)/60617 weeks
366.19682 8.29725 (36*2π)/60617 weeks
375.9527 7.96101 (37*2π)/60616 weeks
385.96329 7.86842 (38*2π)/60616 weeks
395.58375 7.89101 (39*2π)/60616 weeks
405.3735 7.60178 (40*2π)/60615 weeks
415.16327 7.46762 (41*2π)/60615 weeks
424.855 7.26037 (42*2π)/60614 weeks
434.74073 6.98528 (43*2π)/60614 weeks
444.6678 6.74899 (44*2π)/60614 weeks
454.58127 6.62988 (45*2π)/60613 weeks
464.42769 6.42631 (46*2π)/60613 weeks
474.30524 6.24193 (47*2π)/60613 weeks
484.25665 6.01745 (48*2π)/60613 weeks
494.20497 5.82176 (49*2π)/60612 weeks
504.15953 5.5902 (50*2π)/60612 weeks
514.28894 5.43892 (51*2π)/60612 weeks
524.26116 5.40915 (52*2π)/60612 weeks
534.11445 5.21734 (53*2π)/60611 weeks
544.16859 4.97961 (54*2π)/60611 weeks
554.25269 4.93099 (55*2π)/60611 weeks
564.20976 4.76791 (56*2π)/60611 weeks
574.29599 4.57581 (57*2π)/60611 weeks
584.47036 4.52437 (58*2π)/60610 weeks
594.47907 4.574 (59*2π)/60610 weeks
604.41919 4.44825 (60*2π)/60610 weeks
614.59409 4.29673 (61*2π)/60610 weeks
624.6784 4.36593 (62*2π)/60610 weeks
634.71071 4.32583 (63*2π)/60610 weeks
644.75089 4.29849 (64*2π)/6069 weeks
654.8032 4.2665 (65*2π)/6069 weeks
664.90056 4.29919 (66*2π)/6069 weeks
674.9397 4.29136 (67*2π)/6069 weeks
685.04009 4.25846 (68*2π)/6069 weeks
695.13194 4.3509 (69*2π)/6069 weeks
705.14303 4.43043 (70*2π)/6069 weeks
715.179 4.48401 (71*2π)/6069 weeks
725.21793 4.49762 (72*2π)/6068 weeks
735.24989 4.62327 (73*2π)/6068 weeks
745.19353 4.68942 (74*2π)/6068 weeks
755.30099 4.74692 (75*2π)/6068 weeks
765.26983 4.89225 (76*2π)/6068 weeks
775.2236 4.95059 (77*2π)/6068 weeks
785.25713 5.02968 (78*2π)/6068 weeks
795.22205 5.1712 (79*2π)/6068 weeks
805.10759 5.26254 (80*2π)/6068 weeks
815.07276 5.2959 (81*2π)/6067 weeks
825.05698 5.42965 (82*2π)/6067 weeks
834.93775 5.55619 (83*2π)/6067 weeks
844.86854 5.54473 (84*2π)/6067 weeks
854.84868 5.68985 (85*2π)/6067 weeks
864.71135 5.78492 (86*2π)/6067 weeks
874.62013 5.84785 (87*2π)/6067 weeks
884.5048 5.9181 (88*2π)/6067 weeks
894.41701 5.97633 (89*2π)/6067 weeks
904.25715 6.09393 (90*2π)/6067 weeks
914.11631 6.06599 (91*2π)/6067 weeks
924.05748 6.10382 (92*2π)/6067 weeks
933.88562 6.20891 (93*2π)/6067 weeks
943.75228 6.19561 (94*2π)/6066 weeks
953.63671 6.25777 (95*2π)/6066 weeks
963.41779 6.29573 (96*2π)/6066 weeks
973.29556 6.1917 (97*2π)/6066 weeks
983.20479 6.22193 (98*2π)/6066 weeks
993.03935 6.23058 (99*2π)/6066 weeks
1002.9173 6.17033 (100*2π)/6066 weeks
1012.78596 6.16264 (101*2π)/6066 weeks
1022.66246 6.13425 (102*2π)/6066 weeks
1032.50645 6.11865 (103*2π)/6066 weeks
1042.3599 6.02616 (104*2π)/6066 weeks
1052.28413 5.97602 (105*2π)/6066 weeks
1062.1385 5.9244 (106*2π)/6066 weeks
1072.02053 5.86051 (107*2π)/6066 weeks
1081.90711 5.75154 (108*2π)/6066 weeks
1091.85457 5.65148 (109*2π)/6066 weeks
1101.76725 5.62313 (110*2π)/6066 weeks
1111.64465 5.52478 (111*2π)/6065 weeks
1121.62005 5.43818 (112*2π)/6065 weeks
1131.53748 5.42003 (113*2π)/6065 weeks
1141.42586 5.30896 (114*2π)/6065 weeks
1151.38093 5.20321 (115*2π)/6065 weeks
1161.31323 5.11109 (116*2π)/6065 weeks
1171.28021 5.04491 (117*2π)/6065 weeks
1181.22473 4.96553 (118*2π)/6065 weeks
1191.19025 4.82227 (119*2π)/6065 weeks
1201.20775 4.78405 (120*2π)/6065 weeks
1211.14073 4.74673 (121*2π)/6065 weeks
1221.10563 4.62443 (122*2π)/6065 weeks
1231.11998 4.5641 (123*2π)/6065 weeks
1241.09229 4.51213 (124*2π)/6065 weeks
1251.06362 4.42447 (125*2π)/6065 weeks
1261.10314 4.358 (126*2π)/6065 weeks
1271.093 4.34587 (127*2π)/6065 weeks
1281.03565 4.29878 (128*2π)/6065 weeks
1291.06496 4.20165 (129*2π)/6065 weeks
1301.11246 4.20449 (130*2π)/6065 weeks
1311.04242 4.17511 (131*2π)/6065 weeks
1321.07427 4.11677 (132*2π)/6065 weeks
1331.09906 4.13336 (133*2π)/6065 weeks
1341.05502 4.11387 (134*2π)/6065 weeks
1351.0408 4.08553 (135*2π)/6064 weeks
1361.04282 4.06292 (136*2π)/6064 weeks
1371.04811 4.07496 (137*2π)/6064 weeks
138.99177 4.07241 (138*2π)/6064 weeks
139.95256 4.01146 (139*2π)/6064 weeks
140.99007 4.01062 (140*2π)/6064 weeks
141.97096 4.04612 (141*2π)/6064 weeks
142.92889 4.00565 (142*2π)/6064 weeks
143.94173 4.03232 (143*2π)/6064 weeks
144.89006 4.08907 (144*2π)/6064 weeks
145.80193 4.0893 (145*2π)/6064 weeks
146.74592 4.04907 (146*2π)/6064 weeks
147.69844 4.02473 (147*2π)/6064 weeks
148.66797 4.01206 (148*2π)/6064 weeks
149.63427 4.03637 (149*2π)/6064 weeks
150.57435 4.03086 (150*2π)/6064 weeks
151.52427 4.05683 (151*2π)/6064 weeks
152.40696 4.05421 (152*2π)/6064 weeks
153.32391 4.0075 (153*2π)/6064 weeks
154.28392 3.98662 (154*2π)/6064 weeks
155.20395 3.94532 (155*2π)/6064 weeks
156.14251 3.93773 (156*2π)/6064 weeks
157.07825 3.91472 (157*2π)/6064 weeks
158-.02183 3.91421 (158*2π)/6064 weeks
159-.15305 3.83846 (159*2π)/6064 weeks
160-.17718 3.76055 (160*2π)/6064 weeks
161-.26876 3.73752 (161*2π)/6064 weeks
162-.34439 3.66067 (162*2π)/6064 weeks
163-.38752 3.59758 (163*2π)/6064 weeks
164-.45555 3.58425 (164*2π)/6064 weeks
165-.56756 3.5257 (165*2π)/6064 weeks
166-.64821 3.4174 (166*2π)/6064 weeks
167-.69857 3.33827 (167*2π)/6064 weeks
168-.78744 3.26801 (168*2π)/6064 weeks
169-.8599 3.15511 (169*2π)/6064 weeks
170-.86325 3.05821 (170*2π)/6064 weeks
171-.92852 3.00543 (171*2π)/6064 weeks
172-1.00094 2.89571 (172*2π)/6064 weeks
173-1.02925 2.80837 (173*2π)/6064 weeks
174-1.09008 2.72356 (174*2π)/6063 weeks
175-1.13917 2.59853 (175*2π)/6063 weeks
176-1.16735 2.47762 (176*2π)/6063 weeks
177-1.18146 2.37868 (177*2π)/6063 weeks
178-1.18289 2.27194 (178*2π)/6063 weeks
179-1.20215 2.17551 (179*2π)/6063 weeks
180-1.20884 2.0907 (180*2π)/6063 weeks
181-1.2387 1.98757 (181*2π)/6063 weeks
182-1.25963 1.84531 (182*2π)/6063 weeks
183-1.21625 1.73526 (183*2π)/6063 weeks
184-1.20201 1.66199 (184*2π)/6063 weeks
185-1.20764 1.56617 (185*2π)/6063 weeks
186-1.16673 1.4566 (186*2π)/6063 weeks
187-1.1658 1.39546 (187*2π)/6063 weeks
188-1.1697 1.29043 (188*2π)/6063 weeks
189-1.11171 1.18221 (189*2π)/6063 weeks
190-1.09267 1.09905 (190*2π)/6063 weeks
191-1.03333 1.00645 (191*2π)/6063 weeks
192-.99672 .96252 (192*2π)/6063 weeks
193-.98571 .89336 (193*2π)/6063 weeks
194-.95487 .82058 (194*2π)/6063 weeks
195-.93197 .72573 (195*2π)/6063 weeks
196-.86507 .64403 (196*2π)/6063 weeks
197-.81561 .58368 (197*2π)/6063 weeks
198-.76199 .51968 (198*2π)/6063 weeks
199-.69197 .49105 (199*2π)/6063 weeks
200-.67399 .44485 (200*2π)/6063 weeks
201-.64964 .39828 (201*2π)/6063 weeks
202-.5932 .32229 (202*2π)/6063 weeks
203-.52857 .30104 (203*2π)/6063 weeks
204-.50649 .27476 (204*2π)/6063 weeks
205-.45576 .2158 (205*2π)/6063 weeks
206-.42694 .21048 (206*2π)/6063 weeks
207-.40778 .15964 (207*2π)/6063 weeks
208-.35457 .09631 (208*2π)/6063 weeks
209-.31097 .09706 (209*2π)/6063 weeks
210-.28363 .08321 (210*2π)/6063 weeks
211-.25968 .04835 (211*2π)/6063 weeks
212-.22577 .01342 (212*2π)/6063 weeks
213-.21056 -.01348 (213*2π)/6063 weeks
214-.18667 -.07724 (214*2π)/6063 weeks
215-.1138 -.09793 (215*2π)/6063 weeks
216-.08483 -.08638 (216*2π)/6063 weeks
217-.08878 -.11061 (217*2π)/6063 weeks
218-.06391 -.14483 (218*2π)/6063 weeks
219-.04079 -.158 (219*2π)/6063 weeks
220-.04024 -.19658 (220*2π)/6063 weeks
221-.02354 -.2538 (221*2π)/6063 weeks
222.02008 -.28983 (222*2π)/6063 weeks
223.05358 -.32096 (223*2π)/6063 weeks
224.07427 -.32438 (224*2π)/6063 weeks
225.08066 -.37061 (225*2π)/6063 weeks
226.11768 -.40587 (226*2π)/6063 weeks
227.11752 -.41764 (227*2π)/6063 weeks
228.1376 -.47706 (228*2π)/6063 weeks
229.17939 -.5132 (229*2π)/6063 weeks
230.19514 -.56281 (230*2π)/6063 weeks
231.23837 -.5958 (231*2π)/6063 weeks
232.26406 -.62495 (232*2π)/6063 weeks
233.30293 -.66348 (233*2π)/6063 weeks
234.33881 -.70043 (234*2π)/6063 weeks
235.36657 -.72816 (235*2π)/6063 weeks
236.39228 -.77454 (236*2π)/6063 weeks
237.43663 -.8249 (237*2π)/6063 weeks
238.47697 -.87952 (238*2π)/6063 weeks
239.54991 -.89452 (239*2π)/6063 weeks
240.58693 -.91541 (240*2π)/6063 weeks
241.61258 -.96652 (241*2π)/6063 weeks
242.68747 -.99938 (242*2π)/6063 weeks
243.74746 -1.00125 (243*2π)/6062 weeks
244.76217 -1.04735 (244*2π)/6062 weeks
245.85168 -1.09144 (245*2π)/6062 weeks
246.91684 -1.08178 (246*2π)/6062 weeks
247.94404 -1.08898 (247*2π)/6062 weeks
2481.01341 -1.13145 (248*2π)/6062 weeks
2491.07419 -1.14323 (249*2π)/6062 weeks
2501.13287 -1.16584 (250*2π)/6062 weeks
2511.21176 -1.17068 (251*2π)/6062 weeks
2521.27177 -1.17948 (252*2π)/6062 weeks
2531.34363 -1.17739 (253*2π)/6062 weeks
2541.41377 -1.15894 (254*2π)/6062 weeks
2551.46744 -1.15194 (255*2π)/6062 weeks
2561.53911 -1.14779 (256*2π)/6062 weeks
2571.59634 -1.11703 (257*2π)/6062 weeks
2581.65372 -1.10699 (258*2π)/6062 weeks
2591.70791 -1.07542 (259*2π)/6062 weeks
2601.7498 -1.08318 (260*2π)/6062 weeks
2611.8293 -1.04455 (261*2π)/6062 weeks
2621.86482 -1.00601 (262*2π)/6062 weeks
2631.93201 -.9773 (263*2π)/6062 weeks
2641.95841 -.93571 (264*2π)/6062 weeks
2652.00893 -.90181 (265*2π)/6062 weeks
2662.04574 -.86559 (266*2π)/6062 weeks
2672.0909 -.83786 (267*2π)/6062 weeks
2682.12417 -.7774 (268*2π)/6062 weeks
2692.14861 -.73827 (269*2π)/6062 weeks
2702.17412 -.69783 (270*2π)/6062 weeks
2712.19953 -.63911 (271*2π)/6062 weeks
2722.19876 -.63439 (272*2π)/6062 weeks
2732.25869 -.59115 (273*2π)/6062 weeks
2742.29495 -.51181 (274*2π)/6062 weeks
2752.28185 -.46651 (275*2π)/6062 weeks
2762.28929 -.40683 (276*2π)/6062 weeks
2772.28745 -.36381 (277*2π)/6062 weeks
2782.2712 -.31723 (278*2π)/6062 weeks
2792.25194 -.27923 (279*2π)/6062 weeks
2802.24272 -.27847 (280*2π)/6062 weeks
2812.27072 -.25547 (281*2π)/6062 weeks
2822.28827 -.17639 (282*2π)/6062 weeks
2832.22243 -.15297 (283*2π)/6062 weeks
2842.24063 -.12639 (284*2π)/6062 weeks
2852.21049 -.06318 (285*2π)/6062 weeks
2862.15389 -.06572 (286*2π)/6062 weeks
2872.15488 -.07241 (287*2π)/6062 weeks
2882.15805 -.07673 (288*2π)/6062 weeks
2892.16701 -.03556 (289*2π)/6062 weeks
2902.13413 .00749 (290*2π)/6062 weeks
2912.11944 .0014 (291*2π)/6062 weeks
2922.11212 .04663 (292*2π)/6062 weeks
2932.04184 .06034 (293*2π)/6062 weeks
2942.01538 .01072 (294*2π)/6062 weeks
2952.05501 .01223 (295*2π)/6062 weeks
2962.0341 .04843 (296*2π)/6062 weeks
2971.98881 .02538 (297*2π)/6062 weeks
2982.0211 .00757 (298*2π)/6062 weeks
2991.99065 .06035 (299*2π)/6062 weeks
3001.95042 .01925 (300*2π)/6062 weeks
3011.99201 -.00911 (301*2π)/6062 weeks
3021.98155 .02318 (302*2π)/6062 weeks
3031.95785   (303*2π)/6062 weeks
3041.98155 -.02318 (304*2π)/6062 weeks
3051.99201 .00911 (305*2π)/6062 weeks
3061.95042 -.01925 (306*2π)/6062 weeks
3071.99065 -.06035 (307*2π)/6062 weeks
3082.0211 -.00757 (308*2π)/6062 weeks
3091.98881 -.02538 (309*2π)/6062 weeks
3102.0341 -.04843 (310*2π)/6062 weeks
3112.05501 -.01223 (311*2π)/6062 weeks
3122.01538 -.01072 (312*2π)/6062 weeks
3132.04184 -.06034 (313*2π)/6062 weeks
3142.11212 -.04663 (314*2π)/6062 weeks
3152.11944 -.0014 (315*2π)/6062 weeks
3162.13413 -.00749 (316*2π)/6062 weeks
3172.16701 .03556 (317*2π)/6062 weeks
3182.15805 .07673 (318*2π)/6062 weeks
3192.15488 .07241 (319*2π)/6062 weeks
3202.15389 .06572 (320*2π)/6062 weeks
3212.21049 .06318 (321*2π)/6062 weeks
3222.24063 .12639 (322*2π)/6062 weeks
3232.22243 .15297 (323*2π)/6062 weeks
3242.28827 .17639 (324*2π)/6062 weeks
3252.27072 .25547 (325*2π)/6062 weeks
3262.24272 .27847 (326*2π)/6062 weeks
3272.25194 .27923 (327*2π)/6062 weeks
3282.2712 .31723 (328*2π)/6062 weeks
3292.28745 .36381 (329*2π)/6062 weeks
3302.28929 .40683 (330*2π)/6062 weeks
3312.28185 .46651 (331*2π)/6062 weeks
3322.29495 .51181 (332*2π)/6062 weeks
3332.25869 .59115 (333*2π)/6062 weeks
3342.19876 .63439 (334*2π)/6062 weeks
3352.19953 .63911 (335*2π)/6062 weeks
3362.17412 .69783 (336*2π)/6062 weeks
3372.14861 .73827 (337*2π)/6062 weeks
3382.12417 .7774 (338*2π)/6062 weeks
3392.0909 .83786 (339*2π)/6062 weeks
3402.04574 .86559 (340*2π)/6062 weeks
3412.00893 .90181 (341*2π)/6062 weeks
3421.95841 .93571 (342*2π)/6062 weeks
3431.93201 .9773 (343*2π)/6062 weeks
3441.86482 1.00601 (344*2π)/6062 weeks
3451.8293 1.04455 (345*2π)/6062 weeks
3461.7498 1.08318 (346*2π)/6062 weeks
3471.70791 1.07542 (347*2π)/6062 weeks
3481.65372 1.10699 (348*2π)/6062 weeks
3491.59634 1.11703 (349*2π)/6062 weeks
3501.53911 1.14779 (350*2π)/6062 weeks
3511.46744 1.15194 (351*2π)/6062 weeks
3521.41377 1.15894 (352*2π)/6062 weeks
3531.34363 1.17739 (353*2π)/6062 weeks
3541.27177 1.17948 (354*2π)/6062 weeks
3551.21176 1.17068 (355*2π)/6062 weeks
3561.13287 1.16584 (356*2π)/6062 weeks
3571.07419 1.14323 (357*2π)/6062 weeks
3581.01341 1.13145 (358*2π)/6062 weeks
359.94404 1.08898 (359*2π)/6062 weeks
360.91684 1.08178 (360*2π)/6062 weeks
361.85168 1.09144 (361*2π)/6062 weeks
362.76217 1.04735 (362*2π)/6062 weeks
363.74746 1.00125 (363*2π)/6062 weeks
364.68747 .99938 (364*2π)/6062 weeks
365.61258 .96652 (365*2π)/6062 weeks
366.58693 .91541 (366*2π)/6062 weeks
367.54991 .89452 (367*2π)/6062 weeks
368.47697 .87952 (368*2π)/6062 weeks
369.43663 .8249 (369*2π)/6062 weeks
370.39228 .77454 (370*2π)/6062 weeks
371.36657 .72816 (371*2π)/6062 weeks
372.33881 .70043 (372*2π)/6062 weeks
373.30293 .66348 (373*2π)/6062 weeks
374.26406 .62495 (374*2π)/6062 weeks
375.23837 .5958 (375*2π)/6062 weeks
376.19514 .56281 (376*2π)/6062 weeks
377.17939 .5132 (377*2π)/6062 weeks
378.1376 .47706 (378*2π)/6062 weeks
379.11752 .41764 (379*2π)/6062 weeks
380.11768 .40587 (380*2π)/6062 weeks
381.08066 .37061 (381*2π)/6062 weeks
382.07427 .32438 (382*2π)/6062 weeks
383.05358 .32096 (383*2π)/6062 weeks
384.02008 .28983 (384*2π)/6062 weeks
385-.02354 .2538 (385*2π)/6062 weeks
386-.04024 .19658 (386*2π)/6062 weeks
387-.04079 .158 (387*2π)/6062 weeks
388-.06391 .14483 (388*2π)/6062 weeks
389-.08878 .11061 (389*2π)/6062 weeks
390-.08483 .08638 (390*2π)/6062 weeks
391-.1138 .09793 (391*2π)/6062 weeks
392-.18667 .07724 (392*2π)/6062 weeks
393-.21056 .01348 (393*2π)/6062 weeks
394-.22577 -.01342 (394*2π)/6062 weeks
395-.25968 -.04835 (395*2π)/6062 weeks
396-.28363 -.08321 (396*2π)/6062 weeks
397-.31097 -.09706 (397*2π)/6062 weeks
398-.35457 -.09631 (398*2π)/6062 weeks
399-.40778 -.15964 (399*2π)/6062 weeks
400-.42694 -.21048 (400*2π)/6062 weeks
401-.45576 -.2158 (401*2π)/6062 weeks
402-.50649 -.27476 (402*2π)/6062 weeks
403-.52857 -.30104 (403*2π)/6062 weeks
404-.5932 -.32229 (404*2π)/6062 weeks
405-.64964 -.39828 (405*2π)/6061 weeks
406-.67399 -.44485 (406*2π)/6061 weeks
407-.69197 -.49105 (407*2π)/6061 weeks
408-.76199 -.51968 (408*2π)/6061 weeks
409-.81561 -.58368 (409*2π)/6061 weeks
410-.86507 -.64403 (410*2π)/6061 weeks
411-.93197 -.72573 (411*2π)/6061 weeks
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