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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 (13.0298*sine), 18 weeks (12.5109*sine), and 34 weeks (11.422*sine).

SBLK (Star Bulk Carriers Corp.) has an average price of 125.23 (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 1/17/2017 for SBLK (Star Bulk Carriers Corp.), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0125.2267   0 
177.67867 100.7849 (1*2π)/477477 weeks
233.7308 59.46204 (2*2π)/477239 weeks
355.05267 66.58665 (3*2π)/477159 weeks
428.2068 59.10365 (4*2π)/477119 weeks
511.43133 55.44595 (5*2π)/47795 weeks
64.7068 58.93633 (6*2π)/47780 weeks
7-14.35207 46.52179 (7*2π)/47768 weeks
8-20.77291 26.13884 (8*2π)/47760 weeks
9-17.42493 13.52493 (9*2π)/47753 weeks
10-9.97415 4.28855 (10*2π)/47748 weeks
11.15135 3.80114 (11*2π)/47743 weeks
126.65613 3.86295 (12*2π)/47740 weeks
137.91679 8.3053 (13*2π)/47737 weeks
144.59747 11.42195 (14*2π)/47734 weeks
154.86552 10.34761 (15*2π)/47732 weeks
165.21105 10.1181 (16*2π)/47730 weeks
172.07096 9.71697 (17*2π)/47728 weeks
182.76391 8.36959 (18*2π)/47727 weeks
195.61285 9.99177 (19*2π)/47725 weeks
201.48538 9.47337 (20*2π)/47724 weeks
21.75426 8.0944 (21*2π)/47723 weeks
221.30453 4.13808 (22*2π)/47722 weeks
235.31949 2.57795 (23*2π)/47721 weeks
248.60833 6.27125 (24*2π)/47720 weeks
257.6388 8.87846 (25*2π)/47719 weeks
265.9033 12.51091 (26*2π)/47718 weeks
271.72941 13.02975 (27*2π)/47718 weeks
28-1.90549 10.07045 (28*2π)/47717 weeks
29-4.25011 7.7791 (29*2π)/47716 weeks
30-1.07959 1.96408 (30*2π)/47716 weeks
31.32004 3.05768 (31*2π)/47715 weeks
321.41789 2.7121 (32*2π)/47715 weeks
332.25526 1.90973 (33*2π)/47714 weeks
342.6676 2.3672 (34*2π)/47714 weeks
354.44756 1.92366 (35*2π)/47714 weeks
365.91584 2.09389 (36*2π)/47713 weeks
375.44823 4.24844 (37*2π)/47713 weeks
385.79292 6.39471 (38*2π)/47713 weeks
394.18034 4.10827 (39*2π)/47712 weeks
403.74186 5.38851 (40*2π)/47712 weeks
414.3552 5.74036 (41*2π)/47712 weeks
424.74205 5.9232 (42*2π)/47711 weeks
433.36604 4.86436 (43*2π)/47711 weeks
443.35832 6.94796 (44*2π)/47711 weeks
451.24199 6.18682 (45*2π)/47711 weeks
462.23997 3.81753 (46*2π)/47710 weeks
472.47398 3.65572 (47*2π)/47710 weeks
483.96948 4.31285 (48*2π)/47710 weeks
493.8125 5.38424 (49*2π)/47710 weeks
503.56259 5.29405 (50*2π)/47710 weeks
512.7375 6.09153 (51*2π)/4779 weeks
521.12664 6.15812 (52*2π)/4779 weeks
531.17658 4.40544 (53*2π)/4779 weeks
542.02768 3.67738 (54*2π)/4779 weeks
552.08164 3.13637 (55*2π)/4779 weeks
563.26592 5.30051 (56*2π)/4779 weeks
572.70757 5.69487 (57*2π)/4778 weeks
58.93445 3.94661 (58*2π)/4778 weeks
591.4606 4.48427 (59*2π)/4778 weeks
601.75441 3.94084 (60*2π)/4778 weeks
612.99277 3.96307 (61*2π)/4778 weeks
622.52565 5.84629 (62*2π)/4778 weeks
63-.12168 5.6904 (63*2π)/4778 weeks
64-.19827 4.31818 (64*2π)/4777 weeks
65-.42535 3.42321 (65*2π)/4777 weeks
66.56251 2.75254 (66*2π)/4777 weeks
67.34415 2.67462 (67*2π)/4777 weeks
681.40015 1.84475 (68*2π)/4777 weeks
691.78994 2.93335 (69*2π)/4777 weeks
701.76935 3.3422 (70*2π)/4777 weeks
711.18665 3.46956 (71*2π)/4777 weeks
72.40695 2.88208 (72*2π)/4777 weeks
731.10828 2.60543 (73*2π)/4777 weeks
741.08855 2.14021 (74*2π)/4776 weeks
75.99966 2.32282 (75*2π)/4776 weeks
761.31874 2.11581 (76*2π)/4776 weeks
771.58526 1.76662 (77*2π)/4776 weeks
781.70456 2.03122 (78*2π)/4776 weeks
792.79998 2.69037 (79*2π)/4776 weeks
801.62364 3.53615 (80*2π)/4776 weeks
811.20367 2.77645 (81*2π)/4776 weeks
82.85872 2.73302 (82*2π)/4776 weeks
83.79439 2.47669 (83*2π)/4776 weeks
841.02481 2.08032 (84*2π)/4776 weeks
851.15737 1.69426 (85*2π)/4776 weeks
861.48269 1.74882 (86*2π)/4776 weeks
871.70224 1.39941 (87*2π)/4775 weeks
882.15067 2.45461 (88*2π)/4775 weeks
891.74754 2.27117 (89*2π)/4775 weeks
901.62617 2.4761 (90*2π)/4775 weeks
911.76518 2.23903 (91*2π)/4775 weeks
921.76342 3.09463 (92*2π)/4775 weeks
93.94216 2.70814 (93*2π)/4775 weeks
94.79061 2.92496 (94*2π)/4775 weeks
95-.39689 2.28399 (95*2π)/4775 weeks
96-.15623 .78441 (96*2π)/4775 weeks
971.02437 .66127 (97*2π)/4775 weeks
981.52891 .30833 (98*2π)/4775 weeks
992.24624 .68051 (99*2π)/4775 weeks
1002.34225 1.70163 (100*2π)/4775 weeks
1012.57496 1.84894 (101*2π)/4775 weeks
1021.95922 2.32026 (102*2π)/4775 weeks
1031.24548 2.18687 (103*2π)/4775 weeks
1041.36556 2.20747 (104*2π)/4775 weeks
1051.01105 1.98685 (105*2π)/4775 weeks
106.89922 1.31401 (106*2π)/4775 weeks
1071.2015 1.11073 (107*2π)/4774 weeks
1081.7175 1.22879 (108*2π)/4774 weeks
1091.95419 1.56302 (109*2π)/4774 weeks
1101.66629 2.13624 (110*2π)/4774 weeks
111.81468 1.53497 (111*2π)/4774 weeks
1121.32341 1.34394 (112*2π)/4774 weeks
1131.17533 1.59358 (113*2π)/4774 weeks
1141.02822 .9591 (114*2π)/4774 weeks
1151.32915 .45494 (115*2π)/4774 weeks
1162.15376 .51666 (116*2π)/4774 weeks
1172.53225 1.17542 (117*2π)/4774 weeks
1182.6405 1.70962 (118*2π)/4774 weeks
1192.21819 2.52127 (119*2π)/4774 weeks
1201.04849 2.60343 (120*2π)/4774 weeks
121.75774 1.48787 (121*2π)/4774 weeks
1221.00782 1.20616 (122*2π)/4774 weeks
1231.62361 1.32115 (123*2π)/4774 weeks
1241.17828 1.22061 (124*2π)/4774 weeks
1251.28908 1.00705 (125*2π)/4774 weeks
1261.55225 1.39014 (126*2π)/4774 weeks
1271.49301 .89451 (127*2π)/4774 weeks
1281.44801 .98556 (128*2π)/4774 weeks
1291.57908 1.01766 (129*2π)/4774 weeks
1302.09158 .90063 (130*2π)/4774 weeks
1312.12335 .96282 (131*2π)/4774 weeks
1322.24162 1.57049 (132*2π)/4774 weeks
1332.2959 1.81901 (133*2π)/4774 weeks
1341.90523 2.33019 (134*2π)/4774 weeks
1351.02931 2.61302 (135*2π)/4774 weeks
136.60546 1.74053 (136*2π)/4774 weeks
137.27761 1.33416 (137*2π)/4773 weeks
138.72617 .85526 (138*2π)/4773 weeks
1391.02362 .76954 (139*2π)/4773 weeks
140.87206 .43644 (140*2π)/4773 weeks
1411.37066 .53393 (141*2π)/4773 weeks
1421.63476 .80813 (142*2π)/4773 weeks
1431.74285 .39006 (143*2π)/4773 weeks
1441.6132 1.13899 (144*2π)/4773 weeks
1451.72778 .81708 (145*2π)/4773 weeks
1461.38022 .54441 (146*2π)/4773 weeks
1471.89071 .8274 (147*2π)/4773 weeks
1481.97548 1.05778 (148*2π)/4773 weeks
1492.04595 .77959 (149*2π)/4773 weeks
1502.12616 1.4845 (150*2π)/4773 weeks
1511.64981 1.42113 (151*2π)/4773 weeks
1521.42495 1.40008 (152*2π)/4773 weeks
1531.43284 1.38395 (153*2π)/4773 weeks
1541.52471 1.19358 (154*2π)/4773 weeks
1551.40319 1.39307 (155*2π)/4773 weeks
1561.29997 1.43884 (156*2π)/4773 weeks
1571.28382 1.60117 (157*2π)/4773 weeks
158.70301 1.33169 (158*2π)/4773 weeks
159.51005 1.21118 (159*2π)/4773 weeks
160.34488 .8164 (160*2π)/4773 weeks
161.57536 .24752 (161*2π)/4773 weeks
1621.27649 -.03555 (162*2π)/4773 weeks
1631.16591 .23532 (163*2π)/4773 weeks
1641.38332 .37324 (164*2π)/4773 weeks
1651.51296 .16342 (165*2π)/4773 weeks
1661.25448 .21852 (166*2π)/4773 weeks
1671.90945 -.07914 (167*2π)/4773 weeks
1682.27574 .22642 (168*2π)/4773 weeks
1692.47904 .95098 (169*2π)/4773 weeks
1702.04203 1.49843 (170*2π)/4773 weeks
1711.1275 1.49551 (171*2π)/4773 weeks
172.72756 .90401 (172*2π)/4773 weeks
1731.22415 .26627 (173*2π)/4773 weeks
1741.29485 .26008 (174*2π)/4773 weeks
1751.71119 .17026 (175*2π)/4773 weeks
1761.74295 .78284 (176*2π)/4773 weeks
1771.60693 .50902 (177*2π)/4773 weeks
1781.54772 .67265 (178*2π)/4773 weeks
1791.5328 .39392 (179*2π)/4773 weeks
1801.93083 .51985 (180*2π)/4773 weeks
1811.8248 .8503 (181*2π)/4773 weeks
1821.24752 .9247 (182*2π)/4773 weeks
1831.49045 .27069 (183*2π)/4773 weeks
1841.46223 .44225 (184*2π)/4773 weeks
1851.61983 -.05328 (185*2π)/4773 weeks
1862.51805 .10836 (186*2π)/4773 weeks
1872.77677 .5377 (187*2π)/4773 weeks
1882.78313 1.48503 (188*2π)/4773 weeks
1891.91836 2.30389 (189*2π)/4773 weeks
1901.12715 1.83822 (190*2π)/4773 weeks
191.87024 1.38664 (191*2π)/4772 weeks
192.58359 1.01035 (192*2π)/4772 weeks
193.74089 .51768 (193*2π)/4772 weeks
1941.24435 .27868 (194*2π)/4772 weeks
1951.4846 .50605 (195*2π)/4772 weeks
1961.58846 .88124 (196*2π)/4772 weeks
197.98236 .74753 (197*2π)/4772 weeks
1981.16581 .16218 (198*2π)/4772 weeks
1991.83161 .6895 (199*2π)/4772 weeks
2001.50238 .64197 (200*2π)/4772 weeks
2011.59857 1.06381 (201*2π)/4772 weeks
2021.13849 1.2777 (202*2π)/4772 weeks
203.83453 .87471 (203*2π)/4772 weeks
204.93685 .73249 (204*2π)/4772 weeks
205.9266 .24722 (205*2π)/4772 weeks
2061.25965 .41161 (206*2π)/4772 weeks
2071.32322 .92234 (207*2π)/4772 weeks
2081.0422 1.01557 (208*2π)/4772 weeks
209.49247 .57016 (209*2π)/4772 weeks
210.68711 .22035 (210*2π)/4772 weeks
211.89018 .33063 (211*2π)/4772 weeks
212.83535 -.19969 (212*2π)/4772 weeks
2131.31311 -.26 (213*2π)/4772 weeks
2141.93256 .36259 (214*2π)/4772 weeks
2151.35016 .78184 (215*2π)/4772 weeks
216.79536 .93052 (216*2π)/4772 weeks
217.57275 .25368 (217*2π)/4772 weeks
2181.00412 -.18773 (218*2π)/4772 weeks
219.94767 .27733 (219*2π)/4772 weeks
220.80892 .32647 (220*2π)/4772 weeks
221.88544 -.02023 (221*2π)/4772 weeks
222.56828 -.68384 (222*2π)/4772 weeks
2231.414 -.3312 (223*2π)/4772 weeks
2241.36512 -.24136 (224*2π)/4772 weeks
2251.72231 -.53874 (225*2π)/4772 weeks
2261.82755 .25335 (226*2π)/4772 weeks
2271.49452 .41605 (227*2π)/4772 weeks
2281.34666 .60532 (228*2π)/4772 weeks
229.877 .42535 (229*2π)/4772 weeks
230.49502 .08592 (230*2π)/4772 weeks
231.7458 -.39973 (231*2π)/4772 weeks
2321.36724 -.90308 (232*2π)/4772 weeks
2331.81902 -.01354 (233*2π)/4772 weeks
2341.21607 -.01055 (234*2π)/4772 weeks
2351.23658 -.44747 (235*2π)/4772 weeks
2361.57468 -.38109 (236*2π)/4772 weeks
2371.8481 -.14075 (237*2π)/4772 weeks
2381.63252 .10296 (238*2π)/4772 weeks
2391.63252 -.10296 (239*2π)/4772 weeks
2401.8481 .14075 (240*2π)/4772 weeks
2411.57468 .38109 (241*2π)/4772 weeks
2421.23658 .44747 (242*2π)/4772 weeks
2431.21607 .01055 (243*2π)/4772 weeks
2441.81902 .01354 (244*2π)/4772 weeks
2451.36724 .90308 (245*2π)/4772 weeks
246.7458 .39973 (246*2π)/4772 weeks
247.49502 -.08592 (247*2π)/4772 weeks
248.877 -.42535 (248*2π)/4772 weeks
2491.34666 -.60532 (249*2π)/4772 weeks
2501.49452 -.41605 (250*2π)/4772 weeks
2511.82755 -.25335 (251*2π)/4772 weeks
2521.72231 .53874 (252*2π)/4772 weeks
2531.36512 .24136 (253*2π)/4772 weeks
2541.414 .3312 (254*2π)/4772 weeks
255.56828 .68384 (255*2π)/4772 weeks
256.88544 .02023 (256*2π)/4772 weeks
257.80892 -.32647 (257*2π)/4772 weeks
258.94767 -.27733 (258*2π)/4772 weeks
2591.00412 .18773 (259*2π)/4772 weeks
260.57275 -.25368 (260*2π)/4772 weeks
261.79536 -.93052 (261*2π)/4772 weeks
2621.35016 -.78184 (262*2π)/4772 weeks
2631.93256 -.36259 (263*2π)/4772 weeks
2641.31311 .26 (264*2π)/4772 weeks
265.83535 .19969 (265*2π)/4772 weeks
266.89018 -.33063 (266*2π)/4772 weeks
267.68711 -.22035 (267*2π)/4772 weeks
268.49247 -.57016 (268*2π)/4772 weeks
2691.0422 -1.01557 (269*2π)/4772 weeks
2701.32322 -.92234 (270*2π)/4772 weeks
2711.25965 -.41161 (271*2π)/4772 weeks
272.9266 -.24722 (272*2π)/4772 weeks
273.93685 -.73249 (273*2π)/4772 weeks
274.83453 -.87471 (274*2π)/4772 weeks
2751.13849 -1.2777 (275*2π)/4772 weeks
2761.59857 -1.06381 (276*2π)/4772 weeks
2771.50238 -.64197 (277*2π)/4772 weeks
2781.83161 -.6895 (278*2π)/4772 weeks
2791.16581 -.16218 (279*2π)/4772 weeks
280.98236 -.74753 (280*2π)/4772 weeks
2811.58846 -.88124 (281*2π)/4772 weeks
2821.4846 -.50605 (282*2π)/4772 weeks
2831.24435 -.27868 (283*2π)/4772 weeks
284.74089 -.51768 (284*2π)/4772 weeks
285.58359 -1.01035 (285*2π)/4772 weeks
286.87024 -1.38664 (286*2π)/4772 weeks
2871.12715 -1.83822 (287*2π)/4772 weeks
2881.91836 -2.30389 (288*2π)/4772 weeks
2892.78313 -1.48503 (289*2π)/4772 weeks
2902.77677 -.5377 (290*2π)/4772 weeks
2912.51805 -.10836 (291*2π)/4772 weeks
2921.61983 .05328 (292*2π)/4772 weeks
2931.46223 -.44225 (293*2π)/4772 weeks
2941.49045 -.27069 (294*2π)/4772 weeks
2951.24752 -.9247 (295*2π)/4772 weeks
2961.8248 -.8503 (296*2π)/4772 weeks
2971.93083 -.51985 (297*2π)/4772 weeks
2981.5328 -.39392 (298*2π)/4772 weeks
2991.54772 -.67265 (299*2π)/4772 weeks
3001.60693 -.50902 (300*2π)/4772 weeks
3011.74295 -.78284 (301*2π)/4772 weeks
3021.71119 -.17026 (302*2π)/4772 weeks
3031.29485 -.26008 (303*2π)/4772 weeks
3041.22415 -.26627 (304*2π)/4772 weeks
305.72756 -.90401 (305*2π)/4772 weeks
3061.1275 -1.49551 (306*2π)/4772 weeks
3072.04203 -1.49843 (307*2π)/4772 weeks
3082.47904 -.95098 (308*2π)/4772 weeks
3092.27574 -.22642 (309*2π)/4772 weeks
3101.90945 .07914 (310*2π)/4772 weeks
3111.25448 -.21852 (311*2π)/4772 weeks
3121.51296 -.16342 (312*2π)/4772 weeks
3131.38332 -.37324 (313*2π)/4772 weeks
3141.16591 -.23532 (314*2π)/4772 weeks
3151.27649 .03555 (315*2π)/4772 weeks
316.57536 -.24752 (316*2π)/4772 weeks
317.34488 -.8164 (317*2π)/4772 weeks
318.51005 -1.21118 (318*2π)/4772 weeks
319.70301 -1.33169 (319*2π)/4771 weeks
3201.28382 -1.60117 (320*2π)/4771 weeks
3211.29997 -1.43884 (321*2π)/4771 weeks
3221.40319 -1.39307 (322*2π)/4771 weeks
3231.52471 -1.19358 (323*2π)/4771 weeks
3241.43284 -1.38395 (324*2π)/4771 weeks
3251.42495 -1.40008 (325*2π)/4771 weeks
3261.64981 -1.42113 (326*2π)/4771 weeks
3272.12616 -1.4845 (327*2π)/4771 weeks
3282.04595 -.77959 (328*2π)/4771 weeks
3291.97548 -1.05778 (329*2π)/4771 weeks
3301.89071 -.8274 (330*2π)/4771 weeks
3311.38022 -.54441 (331*2π)/4771 weeks
3321.72778 -.81708 (332*2π)/4771 weeks
3331.6132 -1.13899 (333*2π)/4771 weeks
3341.74285 -.39006 (334*2π)/4771 weeks
3351.63476 -.80813 (335*2π)/4771 weeks
3361.37066 -.53393 (336*2π)/4771 weeks
337.87206 -.43644 (337*2π)/4771 weeks
3381.02362 -.76954 (338*2π)/4771 weeks
339.72617 -.85526 (339*2π)/4771 weeks
340.27761 -1.33416 (340*2π)/4771 weeks
341.60546 -1.74053 (341*2π)/4771 weeks
3421.02931 -2.61302 (342*2π)/4771 weeks
3431.90523 -2.33019 (343*2π)/4771 weeks
3442.2959 -1.81901 (344*2π)/4771 weeks
3452.24162 -1.57049 (345*2π)/4771 weeks
3462.12335 -.96282 (346*2π)/4771 weeks
3472.09158 -.90063 (347*2π)/4771 weeks
3481.57908 -1.01766 (348*2π)/4771 weeks
3491.44801 -.98556 (349*2π)/4771 weeks
3501.49301 -.89451 (350*2π)/4771 weeks
3511.55225 -1.39014 (351*2π)/4771 weeks
3521.28908 -1.00705 (352*2π)/4771 weeks
3531.17828 -1.22061 (353*2π)/4771 weeks
3541.62361 -1.32115 (354*2π)/4771 weeks
3551.00782 -1.20616 (355*2π)/4771 weeks
356.75774 -1.48787 (356*2π)/4771 weeks
3571.04849 -2.60343 (357*2π)/4771 weeks
3582.21819 -2.52127 (358*2π)/4771 weeks
3592.6405 -1.70962 (359*2π)/4771 weeks
3602.53225 -1.17542 (360*2π)/4771 weeks
3612.15376 -.51666 (361*2π)/4771 weeks
3621.32915 -.45494 (362*2π)/4771 weeks
3631.02822 -.9591 (363*2π)/4771 weeks
3641.17533 -1.59358 (364*2π)/4771 weeks
3651.32341 -1.34394 (365*2π)/4771 weeks
366.81468 -1.53497 (366*2π)/4771 weeks
3671.66629 -2.13624 (367*2π)/4771 weeks
3681.95419 -1.56302 (368*2π)/4771 weeks
3691.7175 -1.22879 (369*2π)/4771 weeks
3701.2015 -1.11073 (370*2π)/4771 weeks
371.89922 -1.31401 (371*2π)/4771 weeks
3721.01105 -1.98685 (372*2π)/4771 weeks
3731.36556 -2.20747 (373*2π)/4771 weeks
3741.24548 -2.18687 (374*2π)/4771 weeks
3751.95922 -2.32026 (375*2π)/4771 weeks
3762.57496 -1.84894 (376*2π)/4771 weeks
3772.34225 -1.70163 (377*2π)/4771 weeks
3782.24624 -.68051 (378*2π)/4771 weeks
3791.52891 -.30833 (379*2π)/4771 weeks
3801.02437 -.66127 (380*2π)/4771 weeks
381-.15623 -.78441 (381*2π)/4771 weeks
382-.39689 -2.28399 (382*2π)/4771 weeks
383.79061 -2.92496 (383*2π)/4771 weeks
384.94216 -2.70814 (384*2π)/4771 weeks
3851.76342 -3.09463 (385*2π)/4771 weeks
3861.76518 -2.23903 (386*2π)/4771 weeks
3871.62617 -2.4761 (387*2π)/4771 weeks
3881.74754 -2.27117 (388*2π)/4771 weeks
3892.15067 -2.45461 (389*2π)/4771 weeks
3901.70224 -1.39941 (390*2π)/4771 weeks
3911.48269 -1.74882 (391*2π)/4771 weeks
3921.15737 -1.69426 (392*2π)/4771 weeks
3931.02481 -2.08032 (393*2π)/4771 weeks
394.79439 -2.47669 (394*2π)/4771 weeks
395.85872 -2.73302 (395*2π)/4771 weeks
3961.20367 -2.77645 (396*2π)/4771 weeks
3971.62364 -3.53615 (397*2π)/4771 weeks
3982.79998 -2.69037 (398*2π)/4771 weeks
3991.70456 -2.03122 (399*2π)/4771 weeks
4001.58526 -1.76662 (400*2π)/4771 weeks
4011.31874 -2.11581 (401*2π)/4771 weeks
402.99966 -2.32282 (402*2π)/4771 weeks
4031.08855 -2.14021 (403*2π)/4771 weeks
4041.10828 -2.60543 (404*2π)/4771 weeks
405.40695 -2.88208 (405*2π)/4771 weeks
4061.18665 -3.46956 (406*2π)/4771 weeks
4071.76935 -3.3422 (407*2π)/4771 weeks
4081.78994 -2.93335 (408*2π)/4771 weeks
4091.40015 -1.84475 (409*2π)/4771 weeks
410.34415 -2.67462 (410*2π)/4771 weeks
411.56251 -2.75254 (411*2π)/4771 weeks
412-.42535 -3.42321 (412*2π)/4771 weeks
413-.19827 -4.31818 (413*2π)/4771 weeks
414-.12168 -5.6904 (414*2π)/4771 weeks
4152.52565 -5.84629 (415*2π)/4771 weeks
4162.99277 -3.96307 (416*2π)/4771 weeks
4171.75441 -3.94084 (417*2π)/4771 weeks
4181.4606 -4.48427 (418*2π)/4771 weeks
419.93445 -3.94661 (419*2π)/4771 weeks
4202.70757 -5.69487 (420*2π)/4771 weeks
4213.26592 -5.30051 (421*2π)/4771 weeks
4222.08164 -3.13637 (422*2π)/4771 weeks
4232.02768 -3.67738 (423*2π)/4771 weeks
4241.17658 -4.40544 (424*2π)/4771 weeks
4251.12664 -6.15812 (425*2π)/4771 weeks
4262.7375 -6.09153 (426*2π)/4771 weeks
4273.56259 -5.29405 (427*2π)/4771 weeks
4283.8125 -5.38424 (428*2π)/4771 weeks
4293.96948 -4.31285 (429*2π)/4771 weeks
4302.47398 -3.65572 (430*2π)/4771 weeks
4312.23997 -3.81753 (431*2π)/4771 weeks
4321.24199 -6.18682 (432*2π)/4771 weeks
4333.35832 -6.94796 (433*2π)/4771 weeks
4343.36604 -4.86436 (434*2π)/4771 weeks
4354.74205 -5.9232 (435*2π)/4771 weeks
4364.3552 -5.74036 (436*2π)/4771 weeks
4373.74186 -5.38851 (437*2π)/4771 weeks
4384.18034 -4.10827 (438*2π)/4771 weeks
4395.79292 -6.39471 (439*2π)/4771 weeks
4405.44823 -4.24844 (440*2π)/4771 weeks
4415.91584 -2.09389 (441*2π)/4771 weeks
4424.44756 -1.92366 (442*2π)/4771 weeks
4432.6676 -2.3672 (443*2π)/4771 weeks
4442.25526 -1.90973 (444*2π)/4771 weeks
4451.41789 -2.7121 (445*2π)/4771 weeks
446.32004 -3.05768 (446*2π)/4771 weeks
447-1.07959 -1.96408 (447*2π)/4771 weeks
448-4.25011 -7.7791 (448*2π)/4771 weeks
449-1.90549 -10.07045 (449*2π)/4771 weeks
4501.72941 -13.02975 (450*2π)/4771 weeks
4515.9033 -12.51091 (451*2π)/4771 weeks
4527.6388 -8.87846 (452*2π)/4771 weeks
4538.60833 -6.27125 (453*2π)/4771 weeks
4545.31949 -2.57795 (454*2π)/4771 weeks
4551.30453 -4.13808 (455*2π)/4771 weeks
456.75426 -8.0944 (456*2π)/4771 weeks
4571.48538 -9.47337 (457*2π)/4771 weeks
4585.61285 -9.99177 (458*2π)/4771 weeks
4592.76391 -8.36959 (459*2π)/4771 weeks
4602.07096 -9.71697 (460*2π)/4771 weeks
4615.21105 -10.1181 (461*2π)/4771 weeks
4624.86552 -10.34761 (462*2π)/4771 weeks
4634.59747 -11.42195 (463*2π)/4771 weeks
4647.91679 -8.3053 (464*2π)/4771 weeks
4656.65613 -3.86295 (465*2π)/4771 weeks
466.15135 -3.80114 (466*2π)/4771 weeks
467-9.97415 -4.28855 (467*2π)/4771 weeks
468-17.42493 -13.52493 (468*2π)/4771 weeks
469-20.77291 -26.13884 (469*2π)/4771 weeks
470-14.35207 -46.52179 (470*2π)/4771 weeks
4714.7068 -58.93633 (471*2π)/4771 weeks
47211.43133 -55.44595 (472*2π)/4771 weeks
47328.2068 -59.10365 (473*2π)/4771 weeks
47455.05267 -66.58665 (474*2π)/4771 weeks
47533.7308 -59.46204 (475*2π)/4771 weeks

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