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Fourier Analysis of SBLK (Star Bulk Carriers Corp)


SBLK (Star Bulk Carriers Corp) appears to have interesting cyclic behaviour every 50 weeks (11.9031*cosine), 18 weeks (11.4891*sine), and 19 weeks (9.6725*sine).

SBLK (Star Bulk Carriers Corp) has an average price of 115.27 (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 7/17/2017 for SBLK (Star Bulk Carriers Corp), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0115.2664   0 
170.68475 96.90038 (1*2π)/503503 weeks
227.77511 58.9439 (2*2π)/503252 weeks
352.50931 49.8914 (3*2π)/503168 weeks
423.62934 50.62014 (4*2π)/503126 weeks
512.71441 51.21146 (5*2π)/503101 weeks
611.24746 48.15661 (6*2π)/50384 weeks
7-8.18115 45.21863 (7*2π)/50372 weeks
8-18.79719 30.99525 (8*2π)/50363 weeks
9-16.20222 17.34899 (9*2π)/50356 weeks
10-11.90305 7.27733 (10*2π)/50350 weeks
11-4.02446 1.04824 (11*2π)/50346 weeks
12.50128 2.52181 (12*2π)/50342 weeks
136.30091 5.56886 (13*2π)/50339 weeks
146.92544 8.68705 (14*2π)/50336 weeks
153.267 9.068 (15*2π)/50334 weeks
163.84492 8.85366 (16*2π)/50331 weeks
174.71384 9.07948 (17*2π)/50330 weeks
181.96909 8.12755 (18*2π)/50328 weeks
192.60067 7.30265 (19*2π)/50326 weeks
205.341 8.88313 (20*2π)/50325 weeks
211.27808 8.92798 (21*2π)/50324 weeks
22.68514 7.55349 (22*2π)/50323 weeks
23.24527 4.00328 (23*2π)/50322 weeks
243.34819 1.86713 (24*2π)/50321 weeks
257.40314 3.86368 (25*2π)/50320 weeks
267.03807 7.14819 (26*2π)/50319 weeks
276.84406 9.67254 (27*2π)/50319 weeks
283.23025 11.48906 (28*2π)/50318 weeks
29-.72974 10.86412 (29*2π)/50317 weeks
30-1.99171 8.25714 (30*2π)/50317 weeks
31-4.31574 3.88838 (31*2π)/50316 weeks
32.35111 2.1457 (32*2π)/50316 weeks
33.56809 2.19666 (33*2π)/50315 weeks
341.26163 2.21191 (34*2π)/50315 weeks
352.3417 1.60377 (35*2π)/50314 weeks
362.31132 1.77055 (36*2π)/50314 weeks
373.98054 1.71874 (37*2π)/50314 weeks
385.38199 1.83009 (38*2π)/50313 weeks
394.77402 3.76367 (39*2π)/50313 weeks
405.30959 5.49002 (40*2π)/50313 weeks
413.0388 3.64244 (41*2π)/50312 weeks
423.42098 4.96701 (42*2π)/50312 weeks
434.08699 4.55797 (43*2π)/50312 weeks
443.93378 4.31791 (44*2π)/50311 weeks
452.39173 4.98891 (45*2π)/50311 weeks
463.94674 5.5199 (46*2π)/50311 weeks
471.91612 5.92806 (47*2π)/50311 weeks
48.75372 3.83282 (48*2π)/50310 weeks
492.13169 3.70595 (49*2π)/50310 weeks
502.89895 2.94503 (50*2π)/50310 weeks
513.41519 4.04518 (51*2π)/50310 weeks
522.86251 4.8303 (52*2π)/50310 weeks
533.09758 5.00095 (53*2π)/5039 weeks
542.25054 5.41367 (54*2π)/5039 weeks
55.63505 5.07982 (55*2π)/5039 weeks
561.03188 3.73514 (56*2π)/5039 weeks
571.91148 3.18128 (57*2π)/5039 weeks
581.9013 2.66612 (58*2π)/5039 weeks
593.12217 4.67785 (59*2π)/5039 weeks
602.51567 4.86424 (60*2π)/5038 weeks
61.34041 3.86385 (61*2π)/5038 weeks
621.40749 3.98791 (62*2π)/5038 weeks
631.41879 3.31272 (63*2π)/5038 weeks
642.11571 2.90325 (64*2π)/5038 weeks
652.59876 4.54263 (65*2π)/5038 weeks
66.82716 5.75912 (66*2π)/5038 weeks
67-.19718 4.10599 (67*2π)/5038 weeks
68-.23605 3.51009 (68*2π)/5037 weeks
69-.12228 2.42966 (69*2π)/5037 weeks
70.51237 2.60096 (70*2π)/5037 weeks
71.28735 1.97737 (71*2π)/5037 weeks
721.60396 1.8037 (72*2π)/5037 weeks
731.47356 2.54924 (73*2π)/5037 weeks
741.42053 3.0146 (74*2π)/5037 weeks
75.95478 3.04478 (75*2π)/5037 weeks
76.33594 2.37413 (76*2π)/5037 weeks
77.99656 2.25134 (77*2π)/5037 weeks
78.94763 1.84042 (78*2π)/5036 weeks
79.87714 2.10861 (79*2π)/5036 weeks
801.10836 1.86747 (80*2π)/5036 weeks
811.1545 1.59474 (81*2π)/5036 weeks
821.48579 1.90706 (82*2π)/5036 weeks
832.32273 1.77368 (83*2π)/5036 weeks
841.77881 3.06146 (84*2π)/5036 weeks
85.8287 2.64302 (85*2π)/5036 weeks
86.9763 2.57965 (86*2π)/5036 weeks
87.84209 2.20721 (87*2π)/5036 weeks
88.71273 1.87011 (88*2π)/5036 weeks
89.82239 1.80453 (89*2π)/5036 weeks
901.15822 1.55744 (90*2π)/5036 weeks
911.27261 1.63821 (91*2π)/5036 weeks
921.80699 1.27468 (92*2π)/5035 weeks
931.65927 2.24449 (93*2π)/5035 weeks
941.52083 1.97562 (94*2π)/5035 weeks
951.37751 2.10335 (95*2π)/5035 weeks
961.61277 1.88633 (96*2π)/5035 weeks
971.65385 2.68594 (97*2π)/5035 weeks
98.87572 2.39411 (98*2π)/5035 weeks
99.82658 2.55901 (99*2π)/5035 weeks
100-.28156 2.29825 (100*2π)/5035 weeks
101-.37767 .9594 (101*2π)/5035 weeks
102.74655 .38476 (102*2π)/5035 weeks
103.94443 .29889 (103*2π)/5035 weeks
1041.74502 .46485 (104*2π)/5035 weeks
1052.3493 1.08805 (105*2π)/5035 weeks
1061.95399 1.28279 (106*2π)/5035 weeks
1071.97229 2.05903 (107*2π)/5035 weeks
1081.51548 2.23939 (108*2π)/5035 weeks
1091.20856 1.73709 (109*2π)/5035 weeks
110.99815 1.92816 (110*2π)/5035 weeks
111.71844 1.70173 (111*2π)/5035 weeks
112.86159 1.07874 (112*2π)/5034 weeks
1131.10481 .86261 (113*2π)/5034 weeks
1141.52448 1.0599 (114*2π)/5034 weeks
1151.74589 1.38364 (115*2π)/5034 weeks
1161.48616 1.91097 (116*2π)/5034 weeks
117.67138 1.40876 (117*2π)/5034 weeks
1181.16272 1.18068 (118*2π)/5034 weeks
1191.12456 1.43214 (119*2π)/5034 weeks
120.78506 .93844 (120*2π)/5034 weeks
121.96319 .53937 (121*2π)/5034 weeks
1221.69016 .35401 (122*2π)/5034 weeks
1232.24748 .79877 (123*2π)/5034 weeks
1242.31487 1.23993 (124*2π)/5034 weeks
1252.26543 1.90126 (125*2π)/5034 weeks
1261.49225 2.41983 (126*2π)/5034 weeks
127.50722 1.86261 (127*2π)/5034 weeks
128.82392 1.14978 (128*2π)/5034 weeks
1291.03308 .8311 (129*2π)/5034 weeks
1301.3189 1.33763 (130*2π)/5034 weeks
1311.10299 1.01557 (131*2π)/5034 weeks
1321.22224 .80722 (132*2π)/5034 weeks
1331.24118 1.26154 (133*2π)/5034 weeks
1341.33892 .78971 (134*2π)/5034 weeks
1351.2374 .84588 (135*2π)/5034 weeks
1361.36314 .88201 (136*2π)/5034 weeks
1371.8061 .69675 (137*2π)/5034 weeks
1381.77669 .81449 (138*2π)/5034 weeks
1392.06013 1.31469 (139*2π)/5034 weeks
1402.01225 1.44695 (140*2π)/5034 weeks
1411.79825 1.96172 (141*2π)/5034 weeks
1421.24429 2.3118 (142*2π)/5034 weeks
143.36531 1.77846 (143*2π)/5034 weeks
144.37278 1.48367 (144*2π)/5033 weeks
145.41866 .74896 (145*2π)/5033 weeks
146.71659 .62757 (146*2π)/5033 weeks
147.83075 .75995 (147*2π)/5033 weeks
1481.0746 .26386 (148*2π)/5033 weeks
1491.27015 .42105 (149*2π)/5033 weeks
1501.2534 .77699 (150*2π)/5033 weeks
1511.70495 .48051 (151*2π)/5033 weeks
1521.26449 .98318 (152*2π)/5033 weeks
1531.49511 .78476 (153*2π)/5033 weeks
1541.1873 .40456 (154*2π)/5033 weeks
1551.66212 .69678 (155*2π)/5033 weeks
1561.77227 .8773 (156*2π)/5033 weeks
1571.73212 .63134 (157*2π)/5033 weeks
1581.97059 1.2251 (158*2π)/5033 weeks
1591.44681 1.33788 (159*2π)/5033 weeks
1601.30676 1.34905 (160*2π)/5033 weeks
1611.31413 1.19347 (161*2π)/5033 weeks
1621.19095 1.03005 (162*2π)/5033 weeks
1631.32021 1.19301 (163*2π)/5033 weeks
1641.21975 1.1813 (164*2π)/5033 weeks
1651.14374 1.17062 (165*2π)/5033 weeks
166.83474 1.47561 (166*2π)/5033 weeks
167.69608 1.10555 (167*2π)/5033 weeks
168.40885 .89227 (168*2π)/5033 weeks
169.25417 .51013 (169*2π)/5033 weeks
170.50463 .10917 (170*2π)/5033 weeks
1711.20846 .08028 (171*2π)/5033 weeks
1721.00988 .17345 (172*2π)/5033 weeks
1731.14686 .34766 (173*2π)/5033 weeks
1741.27372 .13907 (174*2π)/5033 weeks
1751.02929 .21133 (175*2π)/5033 weeks
1761.58645 -.15146 (176*2π)/5033 weeks
1771.93951 .12022 (177*2π)/5033 weeks
1782.24661 .69028 (178*2π)/5033 weeks
1791.91694 1.24706 (179*2π)/5033 weeks
1801.1838 1.52572 (180*2π)/5033 weeks
181.69226 1.0492 (181*2π)/5033 weeks
182.7047 .27957 (182*2π)/5033 weeks
1831.09146 .36033 (183*2π)/5033 weeks
1841.28537 .14393 (184*2π)/5033 weeks
1851.74803 .34641 (185*2π)/5033 weeks
1861.33368 .61991 (186*2π)/5033 weeks
1871.48944 .50515 (187*2π)/5033 weeks
1881.29933 .54378 (188*2π)/5033 weeks
1891.42311 .2935 (189*2π)/5033 weeks
1901.7157 .5461 (190*2π)/5033 weeks
1911.58014 .82546 (191*2π)/5033 weeks
1921.00316 .79839 (192*2π)/5033 weeks
1931.2874 .2316 (193*2π)/5033 weeks
1941.24454 .39018 (194*2π)/5033 weeks
1951.34123 -.0519 (195*2π)/5033 weeks
1962.16021 -.06253 (196*2π)/5033 weeks
1972.35859 .37426 (197*2π)/5033 weeks
1982.55396 1.16709 (198*2π)/5033 weeks
1992.07729 1.98692 (199*2π)/5033 weeks
2001.05395 1.77332 (200*2π)/5033 weeks
201.71223 1.38191 (201*2π)/5033 weeks
202.56764 1.1383 (202*2π)/5032 weeks
203.54868 .61753 (203*2π)/5032 weeks
204.8064 .2345 (204*2π)/5032 weeks
2051.26738 .31375 (205*2π)/5032 weeks
2061.39869 .50568 (206*2π)/5032 weeks
2071.25966 .96482 (207*2π)/5032 weeks
208.8497 .57059 (208*2π)/5032 weeks
2091.20351 .06544 (209*2π)/5032 weeks
2101.54917 .72138 (210*2π)/5032 weeks
2111.35831 .54857 (211*2π)/5032 weeks
2121.38587 .94677 (212*2π)/5032 weeks
213.98506 1.12975 (213*2π)/5032 weeks
214.70835 .76028 (214*2π)/5032 weeks
215.83824 .59312 (215*2π)/5032 weeks
216.70567 .23968 (216*2π)/5032 weeks
2171.13028 .35343 (217*2π)/5032 weeks
2181.35965 .6898 (218*2π)/5032 weeks
2191.01447 .80948 (219*2π)/5032 weeks
220.43389 .79984 (220*2π)/5032 weeks
221.49979 .29674 (221*2π)/5032 weeks
222.74785 .12251 (222*2π)/5032 weeks
223.51205 .13412 (223*2π)/5032 weeks
224.92904 -.24546 (224*2π)/5032 weeks
2251.42922 -.25298 (225*2π)/5032 weeks
2261.58615 .62168 (226*2π)/5032 weeks
2271.14873 .76222 (227*2π)/5032 weeks
228.51539 .75802 (228*2π)/5032 weeks
229.48796 .18442 (229*2π)/5032 weeks
230.98687 -.13325 (230*2π)/5032 weeks
231.81477 .24989 (231*2π)/5032 weeks
232.6892 .31608 (232*2π)/5032 weeks
233.76247 -.02906 (233*2π)/5032 weeks
234.3731 -.50999 (234*2π)/5032 weeks
2351.29993 -.3786 (235*2π)/5032 weeks
2361.23538 -.23864 (236*2π)/5032 weeks
2371.29757 -.48638 (237*2π)/5032 weeks
2381.77933 .11596 (238*2π)/5032 weeks
2391.44475 .39521 (239*2π)/5032 weeks
2401.30038 .41956 (240*2π)/5032 weeks
241.86175 .53766 (241*2π)/5032 weeks
242.62549 .31883 (242*2π)/5032 weeks
243.49163 -.29278 (243*2π)/5032 weeks
244.68012 -.63597 (244*2π)/5032 weeks
2451.57025 -.69917 (245*2π)/5032 weeks
2461.43695 .14233 (246*2π)/5032 weeks
2471.02322 -.05108 (247*2π)/5032 weeks
2481.16153 -.43463 (248*2π)/5032 weeks
2491.38118 -.33362 (249*2π)/5032 weeks
2501.59012 -.078 (250*2π)/5032 weeks
2511.37216 .10814 (251*2π)/5032 weeks
2521.37216 -.10814 (252*2π)/5032 weeks
2531.59012 .078 (253*2π)/5032 weeks
2541.38118 .33362 (254*2π)/5032 weeks
2551.16153 .43463 (255*2π)/5032 weeks
2561.02322 .05108 (256*2π)/5032 weeks
2571.43695 -.14233 (257*2π)/5032 weeks
2581.57025 .69917 (258*2π)/5032 weeks
259.68012 .63597 (259*2π)/5032 weeks
260.49163 .29278 (260*2π)/5032 weeks
261.62549 -.31883 (261*2π)/5032 weeks
262.86175 -.53766 (262*2π)/5032 weeks
2631.30038 -.41956 (263*2π)/5032 weeks
2641.44475 -.39521 (264*2π)/5032 weeks
2651.77933 -.11596 (265*2π)/5032 weeks
2661.29757 .48638 (266*2π)/5032 weeks
2671.23538 .23864 (267*2π)/5032 weeks
2681.29993 .3786 (268*2π)/5032 weeks
269.3731 .50999 (269*2π)/5032 weeks
270.76247 .02906 (270*2π)/5032 weeks
271.6892 -.31608 (271*2π)/5032 weeks
272.81477 -.24989 (272*2π)/5032 weeks
273.98687 .13325 (273*2π)/5032 weeks
274.48796 -.18442 (274*2π)/5032 weeks
275.51539 -.75802 (275*2π)/5032 weeks
2761.14873 -.76222 (276*2π)/5032 weeks
2771.58615 -.62168 (277*2π)/5032 weeks
2781.42922 .25298 (278*2π)/5032 weeks
279.92904 .24546 (279*2π)/5032 weeks
280.51205 -.13412 (280*2π)/5032 weeks
281.74785 -.12251 (281*2π)/5032 weeks
282.49979 -.29674 (282*2π)/5032 weeks
283.43389 -.79984 (283*2π)/5032 weeks
2841.01447 -.80948 (284*2π)/5032 weeks
2851.35965 -.6898 (285*2π)/5032 weeks
2861.13028 -.35343 (286*2π)/5032 weeks
287.70567 -.23968 (287*2π)/5032 weeks
288.83824 -.59312 (288*2π)/5032 weeks
289.70835 -.76028 (289*2π)/5032 weeks
290.98506 -1.12975 (290*2π)/5032 weeks
2911.38587 -.94677 (291*2π)/5032 weeks
2921.35831 -.54857 (292*2π)/5032 weeks
2931.54917 -.72138 (293*2π)/5032 weeks
2941.20351 -.06544 (294*2π)/5032 weeks
295.8497 -.57059 (295*2π)/5032 weeks
2961.25966 -.96482 (296*2π)/5032 weeks
2971.39869 -.50568 (297*2π)/5032 weeks
2981.26738 -.31375 (298*2π)/5032 weeks
299.8064 -.2345 (299*2π)/5032 weeks
300.54868 -.61753 (300*2π)/5032 weeks
301.56764 -1.1383 (301*2π)/5032 weeks
302.71223 -1.38191 (302*2π)/5032 weeks
3031.05395 -1.77332 (303*2π)/5032 weeks
3042.07729 -1.98692 (304*2π)/5032 weeks
3052.55396 -1.16709 (305*2π)/5032 weeks
3062.35859 -.37426 (306*2π)/5032 weeks
3072.16021 .06253 (307*2π)/5032 weeks
3081.34123 .0519 (308*2π)/5032 weeks
3091.24454 -.39018 (309*2π)/5032 weeks
3101.2874 -.2316 (310*2π)/5032 weeks
3111.00316 -.79839 (311*2π)/5032 weeks
3121.58014 -.82546 (312*2π)/5032 weeks
3131.7157 -.5461 (313*2π)/5032 weeks
3141.42311 -.2935 (314*2π)/5032 weeks
3151.29933 -.54378 (315*2π)/5032 weeks
3161.48944 -.50515 (316*2π)/5032 weeks
3171.33368 -.61991 (317*2π)/5032 weeks
3181.74803 -.34641 (318*2π)/5032 weeks
3191.28537 -.14393 (319*2π)/5032 weeks
3201.09146 -.36033 (320*2π)/5032 weeks
321.7047 -.27957 (321*2π)/5032 weeks
322.69226 -1.0492 (322*2π)/5032 weeks
3231.1838 -1.52572 (323*2π)/5032 weeks
3241.91694 -1.24706 (324*2π)/5032 weeks
3252.24661 -.69028 (325*2π)/5032 weeks
3261.93951 -.12022 (326*2π)/5032 weeks
3271.58645 .15146 (327*2π)/5032 weeks
3281.02929 -.21133 (328*2π)/5032 weeks
3291.27372 -.13907 (329*2π)/5032 weeks
3301.14686 -.34766 (330*2π)/5032 weeks
3311.00988 -.17345 (331*2π)/5032 weeks
3321.20846 -.08028 (332*2π)/5032 weeks
333.50463 -.10917 (333*2π)/5032 weeks
334.25417 -.51013 (334*2π)/5032 weeks
335.40885 -.89227 (335*2π)/5032 weeks
336.69608 -1.10555 (336*2π)/5031 weeks
337.83474 -1.47561 (337*2π)/5031 weeks
3381.14374 -1.17062 (338*2π)/5031 weeks
3391.21975 -1.1813 (339*2π)/5031 weeks
3401.32021 -1.19301 (340*2π)/5031 weeks
3411.19095 -1.03005 (341*2π)/5031 weeks
3421.31413 -1.19347 (342*2π)/5031 weeks
3431.30676 -1.34905 (343*2π)/5031 weeks
3441.44681 -1.33788 (344*2π)/5031 weeks
3451.97059 -1.2251 (345*2π)/5031 weeks
3461.73212 -.63134 (346*2π)/5031 weeks
3471.77227 -.8773 (347*2π)/5031 weeks
3481.66212 -.69678 (348*2π)/5031 weeks
3491.1873 -.40456 (349*2π)/5031 weeks
3501.49511 -.78476 (350*2π)/5031 weeks
3511.26449 -.98318 (351*2π)/5031 weeks
3521.70495 -.48051 (352*2π)/5031 weeks
3531.2534 -.77699 (353*2π)/5031 weeks
3541.27015 -.42105 (354*2π)/5031 weeks
3551.0746 -.26386 (355*2π)/5031 weeks
356.83075 -.75995 (356*2π)/5031 weeks
357.71659 -.62757 (357*2π)/5031 weeks
358.41866 -.74896 (358*2π)/5031 weeks
359.37278 -1.48367 (359*2π)/5031 weeks
360.36531 -1.77846 (360*2π)/5031 weeks
3611.24429 -2.3118 (361*2π)/5031 weeks
3621.79825 -1.96172 (362*2π)/5031 weeks
3632.01225 -1.44695 (363*2π)/5031 weeks
3642.06013 -1.31469 (364*2π)/5031 weeks
3651.77669 -.81449 (365*2π)/5031 weeks
3661.8061 -.69675 (366*2π)/5031 weeks
3671.36314 -.88201 (367*2π)/5031 weeks
3681.2374 -.84588 (368*2π)/5031 weeks
3691.33892 -.78971 (369*2π)/5031 weeks
3701.24118 -1.26154 (370*2π)/5031 weeks
3711.22224 -.80722 (371*2π)/5031 weeks
3721.10299 -1.01557 (372*2π)/5031 weeks
3731.3189 -1.33763 (373*2π)/5031 weeks
3741.03308 -.8311 (374*2π)/5031 weeks
375.82392 -1.14978 (375*2π)/5031 weeks
376.50722 -1.86261 (376*2π)/5031 weeks
3771.49225 -2.41983 (377*2π)/5031 weeks
3782.26543 -1.90126 (378*2π)/5031 weeks
3792.31487 -1.23993 (379*2π)/5031 weeks
3802.24748 -.79877 (380*2π)/5031 weeks
3811.69016 -.35401 (381*2π)/5031 weeks
382.96319 -.53937 (382*2π)/5031 weeks
383.78506 -.93844 (383*2π)/5031 weeks
3841.12456 -1.43214 (384*2π)/5031 weeks
3851.16272 -1.18068 (385*2π)/5031 weeks
386.67138 -1.40876 (386*2π)/5031 weeks
3871.48616 -1.91097 (387*2π)/5031 weeks
3881.74589 -1.38364 (388*2π)/5031 weeks
3891.52448 -1.0599 (389*2π)/5031 weeks
3901.10481 -.86261 (390*2π)/5031 weeks
391.86159 -1.07874 (391*2π)/5031 weeks
392.71844 -1.70173 (392*2π)/5031 weeks
393.99815 -1.92816 (393*2π)/5031 weeks
3941.20856 -1.73709 (394*2π)/5031 weeks
3951.51548 -2.23939 (395*2π)/5031 weeks
3961.97229 -2.05903 (396*2π)/5031 weeks
3971.95399 -1.28279 (397*2π)/5031 weeks
3982.3493 -1.08805 (398*2π)/5031 weeks
3991.74502 -.46485 (399*2π)/5031 weeks
400.94443 -.29889 (400*2π)/5031 weeks
401.74655 -.38476 (401*2π)/5031 weeks
402-.37767 -.9594 (402*2π)/5031 weeks
403-.28156 -2.29825 (403*2π)/5031 weeks
404.82658 -2.55901 (404*2π)/5031 weeks
405.87572 -2.39411 (405*2π)/5031 weeks
4061.65385 -2.68594 (406*2π)/5031 weeks
4071.61277 -1.88633 (407*2π)/5031 weeks
4081.37751 -2.10335 (408*2π)/5031 weeks
4091.52083 -1.97562 (409*2π)/5031 weeks
4101.65927 -2.24449 (410*2π)/5031 weeks
4111.80699 -1.27468 (411*2π)/5031 weeks
4121.27261 -1.63821 (412*2π)/5031 weeks
4131.15822 -1.55744 (413*2π)/5031 weeks
414.82239 -1.80453 (414*2π)/5031 weeks
415.71273 -1.87011 (415*2π)/5031 weeks
416.84209 -2.20721 (416*2π)/5031 weeks
417.9763 -2.57965 (417*2π)/5031 weeks
418.8287 -2.64302 (418*2π)/5031 weeks
4191.77881 -3.06146 (419*2π)/5031 weeks
4202.32273 -1.77368 (420*2π)/5031 weeks
4211.48579 -1.90706 (421*2π)/5031 weeks
4221.1545 -1.59474 (422*2π)/5031 weeks
4231.10836 -1.86747 (423*2π)/5031 weeks
424.87714 -2.10861 (424*2π)/5031 weeks
425.94763 -1.84042 (425*2π)/5031 weeks
426.99656 -2.25134 (426*2π)/5031 weeks
427.33594 -2.37413 (427*2π)/5031 weeks
428.95478 -3.04478 (428*2π)/5031 weeks
4291.42053 -3.0146 (429*2π)/5031 weeks
4301.47356 -2.54924 (430*2π)/5031 weeks
4311.60396 -1.8037 (431*2π)/5031 weeks
432.28735 -1.97737 (432*2π)/5031 weeks
433.51237 -2.60096 (433*2π)/5031 weeks
434-.12228 -2.42966 (434*2π)/5031 weeks
435-.23605 -3.51009 (435*2π)/5031 weeks
436-.19718 -4.10599 (436*2π)/5031 weeks
437.82716 -5.75912 (437*2π)/5031 weeks
4382.59876 -4.54263 (438*2π)/5031 weeks
4392.11571 -2.90325 (439*2π)/5031 weeks
4401.41879 -3.31272 (440*2π)/5031 weeks
4411.40749 -3.98791 (441*2π)/5031 weeks
442.34041 -3.86385 (442*2π)/5031 weeks
4432.51567 -4.86424 (443*2π)/5031 weeks
4443.12217 -4.67785 (444*2π)/5031 weeks
4451.9013 -2.66612 (445*2π)/5031 weeks
4461.91148 -3.18128 (446*2π)/5031 weeks
4471.03188 -3.73514 (447*2π)/5031 weeks
448.63505 -5.07982 (448*2π)/5031 weeks
4492.25054 -5.41367 (449*2π)/5031 weeks
4503.09758 -5.00095 (450*2π)/5031 weeks
4512.86251 -4.8303 (451*2π)/5031 weeks
4523.41519 -4.04518 (452*2π)/5031 weeks
4532.89895 -2.94503 (453*2π)/5031 weeks
4542.13169 -3.70595 (454*2π)/5031 weeks
455.75372 -3.83282 (455*2π)/5031 weeks
4561.91612 -5.92806 (456*2π)/5031 weeks
4573.94674 -5.5199 (457*2π)/5031 weeks
4582.39173 -4.98891 (458*2π)/5031 weeks
4593.93378 -4.31791 (459*2π)/5031 weeks
4604.08699 -4.55797 (460*2π)/5031 weeks
4613.42098 -4.96701 (461*2π)/5031 weeks
4623.0388 -3.64244 (462*2π)/5031 weeks
4635.30959 -5.49002 (463*2π)/5031 weeks
4644.77402 -3.76367 (464*2π)/5031 weeks
4655.38199 -1.83009 (465*2π)/5031 weeks
4663.98054 -1.71874 (466*2π)/5031 weeks
4672.31132 -1.77055 (467*2π)/5031 weeks
4682.3417 -1.60377 (468*2π)/5031 weeks
4691.26163 -2.21191 (469*2π)/5031 weeks
470.56809 -2.19666 (470*2π)/5031 weeks
471.35111 -2.1457 (471*2π)/5031 weeks
472-4.31574 -3.88838 (472*2π)/5031 weeks
473-1.99171 -8.25714 (473*2π)/5031 weeks
474-.72974 -10.86412 (474*2π)/5031 weeks
4753.23025 -11.48906 (475*2π)/5031 weeks
4766.84406 -9.67254 (476*2π)/5031 weeks
4777.03807 -7.14819 (477*2π)/5031 weeks
4787.40314 -3.86368 (478*2π)/5031 weeks
4793.34819 -1.86713 (479*2π)/5031 weeks
480.24527 -4.00328 (480*2π)/5031 weeks
481.68514 -7.55349 (481*2π)/5031 weeks
4821.27808 -8.92798 (482*2π)/5031 weeks
4835.341 -8.88313 (483*2π)/5031 weeks
4842.60067 -7.30265 (484*2π)/5031 weeks
4851.96909 -8.12755 (485*2π)/5031 weeks
4864.71384 -9.07948 (486*2π)/5031 weeks
4873.84492 -8.85366 (487*2π)/5031 weeks
4883.267 -9.068 (488*2π)/5031 weeks
4896.92544 -8.68705 (489*2π)/5031 weeks
4906.30091 -5.56886 (490*2π)/5031 weeks
491.50128 -2.52181 (491*2π)/5031 weeks
492-4.02446 -1.04824 (492*2π)/5031 weeks
493-11.90305 -7.27733 (493*2π)/5031 weeks
494-16.20222 -17.34899 (494*2π)/5031 weeks
495-18.79719 -30.99525 (495*2π)/5031 weeks
496-8.18115 -45.21863 (496*2π)/5031 weeks
49711.24746 -48.15661 (497*2π)/5031 weeks
49812.71441 -51.21146 (498*2π)/5031 weeks
49923.62934 -50.62014 (499*2π)/5031 weeks
50052.50931 -49.8914 (500*2π)/5031 weeks
50127.77511 -58.9439 (501*2π)/5031 weeks



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