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Fourier Analysis of SBLK (Star Bulk Carriers Corp.)


SBLK (Star Bulk Carriers Corp.) appears to have interesting cyclic behaviour every 18 weeks (12.6436*sine), 17 weeks (11.9741*sine), and 35 weeks (11.5963*sine).

SBLK (Star Bulk Carriers Corp.) has an average price of 123.09 (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 12/3/2007 to 3/20/2017 for SBLK (Star Bulk Carriers Corp.), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0123.0858   0 
177.86883 100.1822 (1*2π)/486486 weeks
233.72512 60.87687 (2*2π)/486243 weeks
356.478 62.77048 (3*2π)/486162 weeks
427.72108 57.77198 (4*2π)/486122 weeks
511.88293 55.99331 (5*2π)/48697 weeks
67.57241 57.18733 (6*2π)/48681 weeks
7-12.43915 47.26692 (7*2π)/48669 weeks
8-21.09485 28.40927 (8*2π)/48661 weeks
9-17.74921 15.60594 (9*2π)/48654 weeks
10-11.01371 5.83346 (10*2π)/48649 weeks
11-.35647 2.76562 (11*2π)/48644 weeks
124.67691 2.31136 (12*2π)/48641 weeks
137.24872 7.35887 (13*2π)/48637 weeks
145.8966 11.5963 (14*2π)/48635 weeks
154.87707 9.67474 (15*2π)/48632 weeks
164.53351 9.38047 (16*2π)/48630 weeks
172.73586 10.97459 (17*2π)/48629 weeks
183.12355 8.65131 (18*2π)/48627 weeks
195.28709 7.52046 (19*2π)/48626 weeks
202.24712 10.41809 (20*2π)/48624 weeks
211.41965 8.22151 (21*2π)/48623 weeks
22.19194 5.40361 (22*2π)/48622 weeks
233.08299 2.73503 (23*2π)/48621 weeks
247.67265 3.99961 (24*2π)/48620 weeks
257.74807 7.97526 (25*2π)/48619 weeks
267.41955 10.41816 (26*2π)/48619 weeks
273.57018 12.64359 (27*2π)/48618 weeks
28-.71825 11.97407 (28*2π)/48617 weeks
29-2.17299 9.09502 (29*2π)/48617 weeks
30-4.41314 4.10241 (30*2π)/48616 weeks
31.42023 2.78563 (31*2π)/48616 weeks
32.78014 2.4952 (32*2π)/48615 weeks
331.39573 2.40611 (33*2π)/48615 weeks
342.80151 2.06404 (34*2π)/48614 weeks
352.83763 1.60086 (35*2π)/48614 weeks
364.35203 2.10386 (36*2π)/48614 weeks
376.37007 3.11704 (37*2π)/48613 weeks
385.61541 3.93661 (38*2π)/48613 weeks
394.20201 6.52305 (39*2π)/48612 weeks
404.93925 4.46562 (40*2π)/48612 weeks
413.79616 4.68625 (41*2π)/48612 weeks
423.82565 5.47796 (42*2π)/48612 weeks
434.17767 6.37374 (43*2π)/48611 weeks
443.93349 4.81259 (44*2π)/48611 weeks
452.8738 6.75737 (45*2π)/48611 weeks
46.92801 5.63371 (46*2π)/48611 weeks
472.40233 3.85059 (47*2π)/48610 weeks
482.5986 3.41857 (48*2π)/48610 weeks
493.87053 4.31761 (49*2π)/48610 weeks
503.63342 5.33537 (50*2π)/48610 weeks
513.52268 5.2531 (51*2π)/48610 weeks
522.6612 5.96439 (52*2π)/4869 weeks
531.06316 5.98935 (53*2π)/4869 weeks
541.15121 4.30195 (54*2π)/4869 weeks
551.95984 3.57081 (55*2π)/4869 weeks
561.94683 3.12629 (56*2π)/4869 weeks
573.3609 5.09114 (57*2π)/4869 weeks
582.74686 5.36207 (58*2π)/4868 weeks
59.67367 4.08322 (59*2π)/4868 weeks
601.55387 4.45569 (60*2π)/4868 weeks
611.71091 3.84757 (61*2π)/4868 weeks
622.68497 3.58799 (62*2π)/4868 weeks
632.62909 5.42423 (63*2π)/4868 weeks
64.19559 6.00693 (64*2π)/4868 weeks
65-.2051 4.37165 (65*2π)/4867 weeks
66-.39395 3.63964 (66*2π)/4867 weeks
67.30809 2.58961 (67*2π)/4867 weeks
68.4007 2.80822 (68*2π)/4867 weeks
69.85049 1.81494 (69*2π)/4867 weeks
701.90499 2.66029 (70*2π)/4867 weeks
711.76774 2.98394 (71*2π)/4867 weeks
721.23845 3.36294 (72*2π)/4867 weeks
73.53189 3.26611 (73*2π)/4867 weeks
74.87878 2.31567 (74*2π)/4867 weeks
75.71409 2.36373 (75*2π)/4866 weeks
761.14615 2.44579 (76*2π)/4866 weeks
771.16289 2.04785 (77*2π)/4866 weeks
781.23988 1.95853 (78*2π)/4866 weeks
791.84297 2.07292 (79*2π)/4866 weeks
802.30673 1.78907 (80*2π)/4866 weeks
812.21137 3.32402 (81*2π)/4866 weeks
821.03556 3.14166 (82*2π)/4866 weeks
831.15973 2.90172 (83*2π)/4866 weeks
84.91071 2.49004 (84*2π)/4866 weeks
85.75167 2.10831 (85*2π)/4866 weeks
86.8942 1.96963 (86*2π)/4866 weeks
871.28318 1.69393 (87*2π)/4866 weeks
881.42092 1.76537 (88*2π)/4866 weeks
892.17096 1.52816 (89*2π)/4865 weeks
901.7672 2.44708 (90*2π)/4865 weeks
911.75699 2.29136 (91*2π)/4865 weeks
921.49542 2.35445 (92*2π)/4865 weeks
931.86789 2.3212 (93*2π)/4865 weeks
941.36086 3.1587 (94*2π)/4865 weeks
95.96843 2.6356 (95*2π)/4865 weeks
96.53997 2.95276 (96*2π)/4865 weeks
97-.44695 1.93609 (97*2π)/4865 weeks
98.08248 .55811 (98*2π)/4865 weeks
99.99519 .69591 (99*2π)/4865 weeks
1001.67446 .35911 (100*2π)/4865 weeks
1012.33058 .73663 (101*2π)/4865 weeks
1022.20032 1.67226 (102*2π)/4865 weeks
1032.51637 1.94956 (103*2π)/4865 weeks
1041.912 2.30499 (104*2π)/4865 weeks
1051.22738 2.09558 (105*2π)/4865 weeks
1061.31737 2.17167 (106*2π)/4865 weeks
107.98568 1.94873 (107*2π)/4865 weeks
108.88225 1.29026 (108*2π)/4865 weeks
1091.17061 1.09984 (109*2π)/4864 weeks
1101.68022 1.19734 (110*2π)/4864 weeks
1111.91463 1.50165 (111*2π)/4864 weeks
1121.68907 2.05156 (112*2π)/4864 weeks
113.77504 1.62624 (113*2π)/4864 weeks
1141.28391 1.30804 (114*2π)/4864 weeks
1151.24609 1.55404 (115*2π)/4864 weeks
116.94864 .99965 (116*2π)/4864 weeks
1171.17689 .55367 (117*2π)/4864 weeks
1181.98143 .46451 (118*2π)/4864 weeks
1192.49593 1.04103 (119*2π)/4864 weeks
1202.58391 1.52084 (120*2π)/4864 weeks
1212.37275 2.30104 (121*2π)/4864 weeks
1221.364 2.66071 (122*2π)/4864 weeks
123.61486 1.71419 (123*2π)/4864 weeks
124.98499 1.30282 (124*2π)/4864 weeks
1251.47595 1.02042 (125*2π)/4864 weeks
1261.15687 1.40204 (126*2π)/4864 weeks
1271.24754 1.13132 (127*2π)/4864 weeks
1281.66608 1.07789 (128*2π)/4864 weeks
1291.1972 1.02467 (129*2π)/4864 weeks
1301.50953 1.10414 (130*2π)/4864 weeks
1311.65078 .93666 (131*2π)/4864 weeks
1321.71747 .68293 (132*2π)/4864 weeks
1331.92678 1.06091 (133*2π)/4864 weeks
1342.35489 1.25314 (134*2π)/4864 weeks
1352.15504 1.53721 (135*2π)/4864 weeks
1362.09546 2.0714 (136*2π)/4864 weeks
1371.58143 2.47063 (137*2π)/4864 weeks
138.52555 2.18839 (138*2π)/4864 weeks
139.54571 1.70711 (139*2π)/4863 weeks
140.42681 .94096 (140*2π)/4863 weeks
141.76909 .76168 (141*2π)/4863 weeks
142.92451 .84846 (142*2π)/4863 weeks
1431.17481 .31184 (143*2π)/4863 weeks
1441.41855 .44526 (144*2π)/4863 weeks
1451.35897 .79022 (145*2π)/4863 weeks
1461.95666 .62142 (146*2π)/4863 weeks
1471.39343 .96749 (147*2π)/4863 weeks
1481.63796 .97985 (148*2π)/4863 weeks
1491.60505 .41189 (149*2π)/4863 weeks
1501.81693 .78915 (150*2π)/4863 weeks
1511.80246 1.07477 (151*2π)/4863 weeks
1522.13289 .8663 (152*2π)/4863 weeks
1531.97831 1.54076 (153*2π)/4863 weeks
1541.6342 1.39419 (154*2π)/4863 weeks
1551.39521 1.31976 (155*2π)/4863 weeks
1561.36246 1.34103 (156*2π)/4863 weeks
1571.51207 1.19695 (157*2π)/4863 weeks
1581.36013 1.359 (158*2π)/4863 weeks
1591.25366 1.40772 (159*2π)/4863 weeks
1601.23099 1.59387 (160*2π)/4863 weeks
161.68304 1.30043 (161*2π)/4863 weeks
162.48961 1.19175 (162*2π)/4863 weeks
163.33372 .81692 (163*2π)/4863 weeks
164.5483 .25824 (164*2π)/4863 weeks
1651.19358 -.06639 (165*2π)/4863 weeks
1661.12728 .27112 (166*2π)/4863 weeks
1671.37773 .35274 (167*2π)/4863 weeks
1681.41531 .14267 (168*2π)/4863 weeks
1691.255 .32033 (169*2π)/4863 weeks
1701.77128 -.12232 (170*2π)/4863 weeks
1712.15381 .17992 (171*2π)/4863 weeks
1722.46523 .78502 (172*2π)/4863 weeks
1732.09777 1.3694 (173*2π)/4863 weeks
1741.27044 1.59656 (174*2π)/4863 weeks
175.79581 1.06645 (175*2π)/4863 weeks
176.98025 .26246 (176*2π)/4863 weeks
1771.22298 .36883 (177*2π)/4863 weeks
1781.52112 .18349 (178*2π)/4863 weeks
1791.90199 .62142 (179*2π)/4863 weeks
1801.48184 .56851 (180*2π)/4863 weeks
1811.62029 .65405 (181*2π)/4863 weeks
1821.44412 .50442 (182*2π)/4863 weeks
1831.77193 .35565 (183*2π)/4863 weeks
1841.84078 .73429 (184*2π)/4863 weeks
1851.54561 1.01686 (185*2π)/4863 weeks
1861.14805 .42606 (186*2π)/4863 weeks
1871.57644 .46562 (187*2π)/4863 weeks
1881.41869 .20382 (188*2π)/4863 weeks
1892.03064 -.18996 (189*2π)/4863 weeks
1902.49825 .40344 (190*2π)/4863 weeks
1912.88652 1.00245 (191*2π)/4863 weeks
1922.56631 1.87439 (192*2π)/4863 weeks
1931.3671 2.08691 (193*2π)/4863 weeks
194.91312 1.6503 (194*2π)/4863 weeks
195.77478 1.3317 (195*2π)/4862 weeks
196.62459 .78591 (196*2π)/4862 weeks
197.85594 .35737 (197*2π)/4862 weeks
1981.35473 .36221 (198*2π)/4862 weeks
1991.50944 .5581 (199*2π)/4862 weeks
2001.37999 1.02489 (200*2π)/4862 weeks
201.97436 .60375 (201*2π)/4862 weeks
2021.42211 .09415 (202*2π)/4862 weeks
2031.66328 .83185 (203*2π)/4862 weeks
2041.60454 .64764 (204*2π)/4862 weeks
2051.51317 1.09163 (205*2π)/4862 weeks
206.99996 1.20262 (206*2π)/4862 weeks
207.81972 .79774 (207*2π)/4862 weeks
208.87412 .73302 (208*2π)/4862 weeks
2091.0219 .23058 (209*2π)/4862 weeks
2101.28022 .40026 (210*2π)/4862 weeks
2111.23511 .92056 (211*2π)/4862 weeks
212.97473 1.02782 (212*2π)/4862 weeks
213.49509 .53034 (213*2π)/4862 weeks
214.68612 .21087 (214*2π)/4862 weeks
215.8678 .33431 (215*2π)/4862 weeks
216.82321 -.19007 (216*2π)/4862 weeks
2171.28171 -.24725 (217*2π)/4862 weeks
2181.90507 .31658 (218*2π)/4862 weeks
2191.34251 .77235 (219*2π)/4862 weeks
220.85155 .9399 (220*2π)/4862 weeks
221.54826 .28932 (221*2π)/4862 weeks
222.8742 -.18312 (222*2π)/4862 weeks
223.98926 .31485 (223*2π)/4862 weeks
224.89567 .32358 (224*2π)/4862 weeks
225.82196 -.07964 (225*2π)/4862 weeks
226.41547 -.39167 (226*2π)/4862 weeks
2271.42927 -.44325 (227*2π)/4862 weeks
2281.36099 -.26121 (228*2π)/4862 weeks
2291.44261 -.51786 (229*2π)/4862 weeks
2301.91848 .14492 (230*2π)/4862 weeks
2311.57054 .42085 (231*2π)/4862 weeks
2321.44101 .49176 (232*2π)/4862 weeks
233.93924 .53226 (233*2π)/4862 weeks
234.6503 .32505 (234*2π)/4862 weeks
235.69681 -.32502 (235*2π)/4862 weeks
236.94663 -.79574 (236*2π)/4862 weeks
2371.86864 -.42888 (237*2π)/4862 weeks
2381.3433 .12831 (238*2π)/4862 weeks
2391.11659 -.21466 (239*2π)/4862 weeks
2401.50388 -.42408 (240*2π)/4862 weeks
2411.73754 -.34313 (241*2π)/4862 weeks
2421.74515 .03304 (242*2π)/4862 weeks
2431.50358   (243*2π)/4862 weeks
2441.74515 -.03304 (244*2π)/4862 weeks
2451.73754 .34313 (245*2π)/4862 weeks
2461.50388 .42408 (246*2π)/4862 weeks
2471.11659 .21466 (247*2π)/4862 weeks
2481.3433 -.12831 (248*2π)/4862 weeks
2491.86864 .42888 (249*2π)/4862 weeks
250.94663 .79574 (250*2π)/4862 weeks
251.69681 .32502 (251*2π)/4862 weeks
252.6503 -.32505 (252*2π)/4862 weeks
253.93924 -.53226 (253*2π)/4862 weeks
2541.44101 -.49176 (254*2π)/4862 weeks
2551.57054 -.42085 (255*2π)/4862 weeks
2561.91848 -.14492 (256*2π)/4862 weeks
2571.44261 .51786 (257*2π)/4862 weeks
2581.36099 .26121 (258*2π)/4862 weeks
2591.42927 .44325 (259*2π)/4862 weeks
260.41547 .39167 (260*2π)/4862 weeks
261.82196 .07964 (261*2π)/4862 weeks
262.89567 -.32358 (262*2π)/4862 weeks
263.98926 -.31485 (263*2π)/4862 weeks
264.8742 .18312 (264*2π)/4862 weeks
265.54826 -.28932 (265*2π)/4862 weeks
266.85155 -.9399 (266*2π)/4862 weeks
2671.34251 -.77235 (267*2π)/4862 weeks
2681.90507 -.31658 (268*2π)/4862 weeks
2691.28171 .24725 (269*2π)/4862 weeks
270.82321 .19007 (270*2π)/4862 weeks
271.8678 -.33431 (271*2π)/4862 weeks
272.68612 -.21087 (272*2π)/4862 weeks
273.49509 -.53034 (273*2π)/4862 weeks
274.97473 -1.02782 (274*2π)/4862 weeks
2751.23511 -.92056 (275*2π)/4862 weeks
2761.28022 -.40026 (276*2π)/4862 weeks
2771.0219 -.23058 (277*2π)/4862 weeks
278.87412 -.73302 (278*2π)/4862 weeks
279.81972 -.79774 (279*2π)/4862 weeks
280.99996 -1.20262 (280*2π)/4862 weeks
2811.51317 -1.09163 (281*2π)/4862 weeks
2821.60454 -.64764 (282*2π)/4862 weeks
2831.66328 -.83185 (283*2π)/4862 weeks
2841.42211 -.09415 (284*2π)/4862 weeks
285.97436 -.60375 (285*2π)/4862 weeks
2861.37999 -1.02489 (286*2π)/4862 weeks
2871.50944 -.5581 (287*2π)/4862 weeks
2881.35473 -.36221 (288*2π)/4862 weeks
289.85594 -.35737 (289*2π)/4862 weeks
290.62459 -.78591 (290*2π)/4862 weeks
291.77478 -1.3317 (291*2π)/4862 weeks
292.91312 -1.6503 (292*2π)/4862 weeks
2931.3671 -2.08691 (293*2π)/4862 weeks
2942.56631 -1.87439 (294*2π)/4862 weeks
2952.88652 -1.00245 (295*2π)/4862 weeks
2962.49825 -.40344 (296*2π)/4862 weeks
2972.03064 .18996 (297*2π)/4862 weeks
2981.41869 -.20382 (298*2π)/4862 weeks
2991.57644 -.46562 (299*2π)/4862 weeks
3001.14805 -.42606 (300*2π)/4862 weeks
3011.54561 -1.01686 (301*2π)/4862 weeks
3021.84078 -.73429 (302*2π)/4862 weeks
3031.77193 -.35565 (303*2π)/4862 weeks
3041.44412 -.50442 (304*2π)/4862 weeks
3051.62029 -.65405 (305*2π)/4862 weeks
3061.48184 -.56851 (306*2π)/4862 weeks
3071.90199 -.62142 (307*2π)/4862 weeks
3081.52112 -.18349 (308*2π)/4862 weeks
3091.22298 -.36883 (309*2π)/4862 weeks
310.98025 -.26246 (310*2π)/4862 weeks
311.79581 -1.06645 (311*2π)/4862 weeks
3121.27044 -1.59656 (312*2π)/4862 weeks
3132.09777 -1.3694 (313*2π)/4862 weeks
3142.46523 -.78502 (314*2π)/4862 weeks
3152.15381 -.17992 (315*2π)/4862 weeks
3161.77128 .12232 (316*2π)/4862 weeks
3171.255 -.32033 (317*2π)/4862 weeks
3181.41531 -.14267 (318*2π)/4862 weeks
3191.37773 -.35274 (319*2π)/4862 weeks
3201.12728 -.27112 (320*2π)/4862 weeks
3211.19358 .06639 (321*2π)/4862 weeks
322.5483 -.25824 (322*2π)/4862 weeks
323.33372 -.81692 (323*2π)/4862 weeks
324.48961 -1.19175 (324*2π)/4862 weeks
325.68304 -1.30043 (325*2π)/4861 weeks
3261.23099 -1.59387 (326*2π)/4861 weeks
3271.25366 -1.40772 (327*2π)/4861 weeks
3281.36013 -1.359 (328*2π)/4861 weeks
3291.51207 -1.19695 (329*2π)/4861 weeks
3301.36246 -1.34103 (330*2π)/4861 weeks
3311.39521 -1.31976 (331*2π)/4861 weeks
3321.6342 -1.39419 (332*2π)/4861 weeks
3331.97831 -1.54076 (333*2π)/4861 weeks
3342.13289 -.8663 (334*2π)/4861 weeks
3351.80246 -1.07477 (335*2π)/4861 weeks
3361.81693 -.78915 (336*2π)/4861 weeks
3371.60505 -.41189 (337*2π)/4861 weeks
3381.63796 -.97985 (338*2π)/4861 weeks
3391.39343 -.96749 (339*2π)/4861 weeks
3401.95666 -.62142 (340*2π)/4861 weeks
3411.35897 -.79022 (341*2π)/4861 weeks
3421.41855 -.44526 (342*2π)/4861 weeks
3431.17481 -.31184 (343*2π)/4861 weeks
344.92451 -.84846 (344*2π)/4861 weeks
345.76909 -.76168 (345*2π)/4861 weeks
346.42681 -.94096 (346*2π)/4861 weeks
347.54571 -1.70711 (347*2π)/4861 weeks
348.52555 -2.18839 (348*2π)/4861 weeks
3491.58143 -2.47063 (349*2π)/4861 weeks
3502.09546 -2.0714 (350*2π)/4861 weeks
3512.15504 -1.53721 (351*2π)/4861 weeks
3522.35489 -1.25314 (352*2π)/4861 weeks
3531.92678 -1.06091 (353*2π)/4861 weeks
3541.71747 -.68293 (354*2π)/4861 weeks
3551.65078 -.93666 (355*2π)/4861 weeks
3561.50953 -1.10414 (356*2π)/4861 weeks
3571.1972 -1.02467 (357*2π)/4861 weeks
3581.66608 -1.07789 (358*2π)/4861 weeks
3591.24754 -1.13132 (359*2π)/4861 weeks
3601.15687 -1.40204 (360*2π)/4861 weeks
3611.47595 -1.02042 (361*2π)/4861 weeks
362.98499 -1.30282 (362*2π)/4861 weeks
363.61486 -1.71419 (363*2π)/4861 weeks
3641.364 -2.66071 (364*2π)/4861 weeks
3652.37275 -2.30104 (365*2π)/4861 weeks
3662.58391 -1.52084 (366*2π)/4861 weeks
3672.49593 -1.04103 (367*2π)/4861 weeks
3681.98143 -.46451 (368*2π)/4861 weeks
3691.17689 -.55367 (369*2π)/4861 weeks
370.94864 -.99965 (370*2π)/4861 weeks
3711.24609 -1.55404 (371*2π)/4861 weeks
3721.28391 -1.30804 (372*2π)/4861 weeks
373.77504 -1.62624 (373*2π)/4861 weeks
3741.68907 -2.05156 (374*2π)/4861 weeks
3751.91463 -1.50165 (375*2π)/4861 weeks
3761.68022 -1.19734 (376*2π)/4861 weeks
3771.17061 -1.09984 (377*2π)/4861 weeks
378.88225 -1.29026 (378*2π)/4861 weeks
379.98568 -1.94873 (379*2π)/4861 weeks
3801.31737 -2.17167 (380*2π)/4861 weeks
3811.22738 -2.09558 (381*2π)/4861 weeks
3821.912 -2.30499 (382*2π)/4861 weeks
3832.51637 -1.94956 (383*2π)/4861 weeks
3842.20032 -1.67226 (384*2π)/4861 weeks
3852.33058 -.73663 (385*2π)/4861 weeks
3861.67446 -.35911 (386*2π)/4861 weeks
387.99519 -.69591 (387*2π)/4861 weeks
388.08248 -.55811 (388*2π)/4861 weeks
389-.44695 -1.93609 (389*2π)/4861 weeks
390.53997 -2.95276 (390*2π)/4861 weeks
391.96843 -2.6356 (391*2π)/4861 weeks
3921.36086 -3.1587 (392*2π)/4861 weeks
3931.86789 -2.3212 (393*2π)/4861 weeks
3941.49542 -2.35445 (394*2π)/4861 weeks
3951.75699 -2.29136 (395*2π)/4861 weeks
3961.7672 -2.44708 (396*2π)/4861 weeks
3972.17096 -1.52816 (397*2π)/4861 weeks
3981.42092 -1.76537 (398*2π)/4861 weeks
3991.28318 -1.69393 (399*2π)/4861 weeks
400.8942 -1.96963 (400*2π)/4861 weeks
401.75167 -2.10831 (401*2π)/4861 weeks
402.91071 -2.49004 (402*2π)/4861 weeks
4031.15973 -2.90172 (403*2π)/4861 weeks
4041.03556 -3.14166 (404*2π)/4861 weeks
4052.21137 -3.32402 (405*2π)/4861 weeks
4062.30673 -1.78907 (406*2π)/4861 weeks
4071.84297 -2.07292 (407*2π)/4861 weeks
4081.23988 -1.95853 (408*2π)/4861 weeks
4091.16289 -2.04785 (409*2π)/4861 weeks
4101.14615 -2.44579 (410*2π)/4861 weeks
411.71409 -2.36373 (411*2π)/4861 weeks
412.87878 -2.31567 (412*2π)/4861 weeks
413.53189 -3.26611 (413*2π)/4861 weeks
4141.23845 -3.36294 (414*2π)/4861 weeks
4151.76774 -2.98394 (415*2π)/4861 weeks
4161.90499 -2.66029 (416*2π)/4861 weeks
417.85049 -1.81494 (417*2π)/4861 weeks
418.4007 -2.80822 (418*2π)/4861 weeks
419.30809 -2.58961 (419*2π)/4861 weeks
420-.39395 -3.63964 (420*2π)/4861 weeks
421-.2051 -4.37165 (421*2π)/4861 weeks
422.19559 -6.00693 (422*2π)/4861 weeks
4232.62909 -5.42423 (423*2π)/4861 weeks
4242.68497 -3.58799 (424*2π)/4861 weeks
4251.71091 -3.84757 (425*2π)/4861 weeks
4261.55387 -4.45569 (426*2π)/4861 weeks
427.67367 -4.08322 (427*2π)/4861 weeks
4282.74686 -5.36207 (428*2π)/4861 weeks
4293.3609 -5.09114 (429*2π)/4861 weeks
4301.94683 -3.12629 (430*2π)/4861 weeks
4311.95984 -3.57081 (431*2π)/4861 weeks
4321.15121 -4.30195 (432*2π)/4861 weeks
4331.06316 -5.98935 (433*2π)/4861 weeks
4342.6612 -5.96439 (434*2π)/4861 weeks
4353.52268 -5.2531 (435*2π)/4861 weeks
4363.63342 -5.33537 (436*2π)/4861 weeks
4373.87053 -4.31761 (437*2π)/4861 weeks
4382.5986 -3.41857 (438*2π)/4861 weeks
4392.40233 -3.85059 (439*2π)/4861 weeks
440.92801 -5.63371 (440*2π)/4861 weeks
4412.8738 -6.75737 (441*2π)/4861 weeks
4423.93349 -4.81259 (442*2π)/4861 weeks
4434.17767 -6.37374 (443*2π)/4861 weeks
4443.82565 -5.47796 (444*2π)/4861 weeks
4453.79616 -4.68625 (445*2π)/4861 weeks
4464.93925 -4.46562 (446*2π)/4861 weeks
4474.20201 -6.52305 (447*2π)/4861 weeks
4485.61541 -3.93661 (448*2π)/4861 weeks
4496.37007 -3.11704 (449*2π)/4861 weeks
4504.35203 -2.10386 (450*2π)/4861 weeks
4512.83763 -1.60086 (451*2π)/4861 weeks
4522.80151 -2.06404 (452*2π)/4861 weeks
4531.39573 -2.40611 (453*2π)/4861 weeks
454.78014 -2.4952 (454*2π)/4861 weeks
455.42023 -2.78563 (455*2π)/4861 weeks
456-4.41314 -4.10241 (456*2π)/4861 weeks
457-2.17299 -9.09502 (457*2π)/4861 weeks
458-.71825 -11.97407 (458*2π)/4861 weeks
4593.57018 -12.64359 (459*2π)/4861 weeks
4607.41955 -10.41816 (460*2π)/4861 weeks
4617.74807 -7.97526 (461*2π)/4861 weeks
4627.67265 -3.99961 (462*2π)/4861 weeks
4633.08299 -2.73503 (463*2π)/4861 weeks
464.19194 -5.40361 (464*2π)/4861 weeks
4651.41965 -8.22151 (465*2π)/4861 weeks
4662.24712 -10.41809 (466*2π)/4861 weeks
4675.28709 -7.52046 (467*2π)/4861 weeks
4683.12355 -8.65131 (468*2π)/4861 weeks
4692.73586 -10.97459 (469*2π)/4861 weeks
4704.53351 -9.38047 (470*2π)/4861 weeks
4714.87707 -9.67474 (471*2π)/4861 weeks
4725.8966 -11.5963 (472*2π)/4861 weeks
4737.24872 -7.35887 (473*2π)/4861 weeks
4744.67691 -2.31136 (474*2π)/4861 weeks
475-.35647 -2.76562 (475*2π)/4861 weeks
476-11.01371 -5.83346 (476*2π)/4861 weeks
477-17.74921 -15.60594 (477*2π)/4861 weeks
478-21.09485 -28.40927 (478*2π)/4861 weeks
479-12.43915 -47.26692 (479*2π)/4861 weeks
4807.57241 -57.18733 (480*2π)/4861 weeks
48111.88293 -55.99331 (481*2π)/4861 weeks
48227.72108 -57.77198 (482*2π)/4861 weeks
48356.478 -62.77048 (483*2π)/4861 weeks
48433.72512 -60.87687 (484*2π)/4861 weeks

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