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Fourier Analysis of PNTR (Pointer Telocation Ltd)


PNTR (Pointer Telocation Ltd) appears to have interesting cyclic behaviour every 87 weeks (53.1119*sine), 96 weeks (52.5171*sine), and 96 weeks (36.3892*cosine).

PNTR (Pointer Telocation Ltd) has an average price of 74.47 (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 1/3/2000 to 5/21/2018 for PNTR (Pointer Telocation Ltd), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
074.47131   0 
1127.0938 32.85368 (1*2π)/960960 weeks
2105.4956 50.43946 (2*2π)/960480 weeks
384.62822 58.79871 (3*2π)/960320 weeks
467.6902 60.08552 (4*2π)/960240 weeks
555.90918 55.35802 (5*2π)/960192 weeks
646.22694 49.21836 (6*2π)/960160 weeks
744.86721 44.594 (7*2π)/960137 weeks
845.06646 45.21294 (8*2π)/960120 weeks
942.92308 48.84933 (9*2π)/960107 weeks
1036.38919 52.51711 (10*2π)/96096 weeks
1127.49602 53.11191 (11*2π)/96087 weeks
1220.75257 48.63962 (12*2π)/96080 weeks
1317.85864 44.43573 (13*2π)/96074 weeks
1415.25271 41.09173 (14*2π)/96069 weeks
1513.81489 38.43826 (15*2π)/96064 weeks
1613.08261 35.98661 (16*2π)/96060 weeks
1713.39359 34.28328 (17*2π)/96056 weeks
1812.62037 33.8534 (18*2π)/96053 weeks
1910.80402 33.00391 (19*2π)/96051 weeks
209.8924 30.67584 (20*2π)/96048 weeks
2110.96153 29.12412 (21*2π)/96046 weeks
2211.6081 29.35742 (22*2π)/96044 weeks
2311.16125 29.98519 (23*2π)/96042 weeks
249.84282 30.45126 (24*2π)/96040 weeks
258.82261 29.48636 (25*2π)/96038 weeks
268.8661 29.34854 (26*2π)/96037 weeks
278.04226 29.88423 (27*2π)/96036 weeks
286.9149 30.56486 (28*2π)/96034 weeks
295.14475 30.62255 (29*2π)/96033 weeks
303.52719 29.98782 (30*2π)/96032 weeks
312.33405 29.42205 (31*2π)/96031 weeks
32.78552 29.09878 (32*2π)/96030 weeks
33-.65119 28.03789 (33*2π)/96029 weeks
34-1.31603 26.43238 (34*2π)/96028 weeks
35-1.28365 25.66082 (35*2π)/96027 weeks
36-1.43351 26.01747 (36*2π)/96027 weeks
37-2.70356 26.75363 (37*2π)/96026 weeks
38-5.01351 26.6068 (38*2π)/96025 weeks
39-7.38382 25.66831 (39*2π)/96025 weeks
40-9.71661 24.25798 (40*2π)/96024 weeks
41-11.80085 21.64697 (41*2π)/96023 weeks
42-12.3436 17.89828 (42*2π)/96023 weeks
43-11.25486 14.76711 (43*2π)/96022 weeks
44-9.5608 13.22924 (44*2π)/96022 weeks
45-8.32164 12.79834 (45*2π)/96021 weeks
46-7.70863 12.38769 (46*2π)/96021 weeks
47-7.10946 12.04683 (47*2π)/96020 weeks
48-6.84157 12.22065 (48*2π)/96020 weeks
49-7.08121 12.31922 (49*2π)/96020 weeks
50-7.3176 11.95758 (50*2π)/96019 weeks
51-7.76189 11.65546 (51*2π)/96019 weeks
52-8.20479 10.92209 (52*2π)/96018 weeks
53-8.41604 10.5268 (53*2π)/96018 weeks
54-9.02203 10.01148 (54*2π)/96018 weeks
55-9.65946 8.96661 (55*2π)/96017 weeks
56-9.79568 7.55362 (56*2π)/96017 weeks
57-9.40804 6.49168 (57*2π)/96017 weeks
58-9.24901 5.9649 (58*2π)/96017 weeks
59-9.51579 5.42996 (59*2π)/96016 weeks
60-9.99238 4.39861 (60*2π)/96016 weeks
61-10.02222 3.10585 (61*2π)/96016 weeks
62-9.98174 1.74714 (62*2π)/96015 weeks
63-9.67643 .07988 (63*2π)/96015 weeks
64-8.99998 -1.5456 (64*2π)/96015 weeks
65-7.74836 -3.17116 (65*2π)/96015 weeks
66-5.79047 -4.14225 (66*2π)/96015 weeks
67-4.07998 -4.18793 (67*2π)/96014 weeks
68-2.92001 -4.06961 (68*2π)/96014 weeks
69-1.87495 -3.85257 (69*2π)/96014 weeks
70-.97886 -3.72018 (70*2π)/96014 weeks
71-.17338 -3.55989 (71*2π)/96014 weeks
72.50085 -3.16137 (72*2π)/96013 weeks
73.87352 -2.79032 (73*2π)/96013 weeks
741.17593 -2.60177 (74*2π)/96013 weeks
751.40932 -2.69037 (75*2π)/96013 weeks
761.79392 -2.98167 (76*2π)/96013 weeks
772.4021 -3.06188 (77*2π)/96012 weeks
782.96336 -3.07149 (78*2π)/96012 weeks
793.74954 -3.42576 (79*2π)/96012 weeks
805.06377 -3.30513 (80*2π)/96012 weeks
816.20149 -2.54051 (81*2π)/96012 weeks
826.9033 -1.41544 (82*2π)/96012 weeks
837.09856 -.19706 (83*2π)/96012 weeks
846.63258 .46966 (84*2π)/96011 weeks
856.48494 .76128 (85*2π)/96011 weeks
866.52489 1.21219 (86*2π)/96011 weeks
876.55927 1.57345 (87*2π)/96011 weeks
886.41483 2.08018 (88*2π)/96011 weeks
896.06055 2.15397 (89*2π)/96011 weeks
906.30502 2.45586 (90*2π)/96011 weeks
916.10653 3.19363 (91*2π)/96011 weeks
925.36796 3.50131 (92*2π)/96010 weeks
934.51915 3.28109 (93*2π)/96010 weeks
944.01426 2.65115 (94*2π)/96010 weeks
954.14516 1.88728 (95*2π)/96010 weeks
964.55828 1.38636 (96*2π)/96010 weeks
974.81281 .80357 (97*2π)/96010 weeks
985.75402 .33337 (98*2π)/96010 weeks
996.84341 .60597 (99*2π)/96010 weeks
1007.6873 1.14276 (100*2π)/96010 weeks
1017.98925 1.80223 (101*2π)/96010 weeks
1028.03933 2.18355 (102*2π)/9609 weeks
1038.45591 2.43695 (103*2π)/9609 weeks
1049.15491 2.97642 (104*2π)/9609 weeks
1059.55188 3.7446 (105*2π)/9609 weeks
1069.79973 4.61526 (106*2π)/9609 weeks
1079.9149 5.58472 (107*2π)/9609 weeks
1089.95976 6.72224 (108*2π)/9609 weeks
1099.64099 8.21277 (109*2π)/9609 weeks
1108.28508 9.45952 (110*2π)/9609 weeks
1116.7905 9.73179 (111*2π)/9609 weeks
1125.79091 9.46886 (112*2π)/9609 weeks
1135.18047 9.22565 (113*2π)/9608 weeks
1144.68126 9.13034 (114*2π)/9608 weeks
1154.10631 8.98662 (115*2π)/9608 weeks
1163.5915 8.64768 (116*2π)/9608 weeks
1173.35302 8.2399 (117*2π)/9608 weeks
1183.32315 7.93519 (118*2π)/9608 weeks
1193.35472 7.84739 (119*2π)/9608 weeks
1203.39961 7.79351 (120*2π)/9608 weeks
1213.41463 7.82745 (121*2π)/9608 weeks
1223.51612 7.97901 (122*2π)/9608 weeks
1233.36235 8.34837 (123*2π)/9608 weeks
1243.02315 8.51998 (124*2π)/9608 weeks
1252.82324 8.58503 (125*2π)/9608 weeks
1262.58088 8.79604 (126*2π)/9608 weeks
1272.27809 8.97484 (127*2π)/9608 weeks
1281.8376 9.25126 (128*2π)/9608 weeks
1291.21815 9.36887 (129*2π)/9607 weeks
130.62072 9.28398 (130*2π)/9607 weeks
131.00666 9.11601 (131*2π)/9607 weeks
132-.59757 8.72564 (132*2π)/9607 weeks
133-.95891 8.08624 (133*2π)/9607 weeks
134-.97023 7.52373 (134*2π)/9607 weeks
135-.7935 7.23386 (135*2π)/9607 weeks
136-.68766 7.31503 (136*2π)/9607 weeks
137-.78364 7.40048 (137*2π)/9607 weeks
138-1.02069 7.49251 (138*2π)/9607 weeks
139-1.4319 7.50364 (139*2π)/9607 weeks
140-1.96501 7.39374 (140*2π)/9607 weeks
141-2.33191 7.09368 (141*2π)/9607 weeks
142-2.67777 6.69635 (142*2π)/9607 weeks
143-2.90988 6.17044 (143*2π)/9607 weeks
144-2.87493 5.80206 (144*2π)/9607 weeks
145-2.84571 5.67426 (145*2π)/9607 weeks
146-2.96721 5.55999 (146*2π)/9607 weeks
147-3.24443 5.4334 (147*2π)/9607 weeks
148-3.69619 5.11599 (148*2π)/9606 weeks
149-3.90582 4.65843 (149*2π)/9606 weeks
150-4.13164 4.24899 (150*2π)/9606 weeks
151-4.46639 3.57801 (151*2π)/9606 weeks
152-4.56513 2.87455 (152*2π)/9606 weeks
153-4.52612 2.06818 (153*2π)/9606 weeks
154-4.0521 1.13296 (154*2π)/9606 weeks
155-3.30628 .62217 (155*2π)/9606 weeks
156-2.6405 .46869 (156*2π)/9606 weeks
157-2.11955 .52076 (157*2π)/9606 weeks
158-1.65743 .57659 (158*2π)/9606 weeks
159-1.2683 .67768 (159*2π)/9606 weeks
160-.99007 .98235 (160*2π)/9606 weeks
161-1.08874 1.32155 (161*2π)/9606 weeks
162-1.2184 1.3349 (162*2π)/9606 weeks
163-1.31391 1.26827 (163*2π)/9606 weeks
164-1.3806 1.15595 (164*2π)/9606 weeks
165-1.38573 .99254 (165*2π)/9606 weeks
166-1.44191 .83845 (166*2π)/9606 weeks
167-1.39859 .46971 (167*2π)/9606 weeks
168-1.14313 .23311 (168*2π)/9606 weeks
169-.95261 .07828 (169*2π)/9606 weeks
170-.67512 -.15875 (170*2π)/9606 weeks
171-.31662 -.21079 (171*2π)/9606 weeks
172.06396 -.13497 (172*2π)/9606 weeks
173.42933 .17322 (173*2π)/9606 weeks
174.43526 .54364 (174*2π)/9606 weeks
175.32991 .69812 (175*2π)/9605 weeks
176.33321 .89309 (176*2π)/9605 weeks
177.098 1.14565 (177*2π)/9605 weeks
178-.21641 1.21364 (178*2π)/9605 weeks
179-.68423 1.1271 (179*2π)/9605 weeks
180-1.13763 .69905 (180*2π)/9605 weeks
181-1.18705 .08162 (181*2π)/9605 weeks
182-.96708 -.36655 (182*2π)/9605 weeks
183-.68179 -.66725 (183*2π)/9605 weeks
184-.47193 -.89403 (184*2π)/9605 weeks
185-.18195 -1.14005 (185*2π)/9605 weeks
186.2379 -1.19789 (186*2π)/9605 weeks
187.48441 -1.08271 (187*2π)/9605 weeks
188.55227 -1.10455 (188*2π)/9605 weeks
189.6896 -1.26977 (189*2π)/9605 weeks
190.89452 -1.29008 (190*2π)/9605 weeks
1911.04152 -1.41222 (191*2π)/9605 weeks
1921.34697 -1.49925 (192*2π)/9605 weeks
1931.68975 -1.58748 (193*2π)/9605 weeks
1942.07329 -1.50316 (194*2π)/9605 weeks
1952.41713 -1.26445 (195*2π)/9605 weeks
1962.531 -.90037 (196*2π)/9605 weeks
1972.52761 -.69931 (197*2π)/9605 weeks
1982.43851 -.51983 (198*2π)/9605 weeks
1992.34266 -.48938 (199*2π)/9605 weeks
2002.31824 -.46365 (200*2π)/9605 weeks
2012.16487 -.49929 (201*2π)/9605 weeks
2022.15228 -.77339 (202*2π)/9605 weeks
2032.33503 -.98631 (203*2π)/9605 weeks
2042.61817 -1.12667 (204*2π)/9605 weeks
2052.94537 -1.25465 (205*2π)/9605 weeks
2063.35371 -1.23055 (206*2π)/9605 weeks
2073.75052 -1.10317 (207*2π)/9605 weeks
2084.12169 -.85489 (208*2π)/9605 weeks
2094.27283 -.50191 (209*2π)/9605 weeks
2104.32965 -.34042 (210*2π)/9605 weeks
2114.51332 -.22398 (211*2π)/9605 weeks
2124.68739 -.0864 (212*2π)/9605 weeks
2134.92634 .08118 (213*2π)/9605 weeks
2145.17557 .34414 (214*2π)/9604 weeks
2155.46961 .63789 (215*2π)/9604 weeks
2165.7113 1.10294 (216*2π)/9604 weeks
2175.73315 1.67352 (217*2π)/9604 weeks
2185.68777 2.10076 (218*2π)/9604 weeks
2195.69801 2.60537 (219*2π)/9604 weeks
2205.60166 3.19945 (220*2π)/9604 weeks
2215.26871 3.79896 (221*2π)/9604 weeks
2224.74237 4.28061 (222*2π)/9604 weeks
2234.13883 4.52335 (223*2π)/9604 weeks
2243.58354 4.69552 (224*2π)/9604 weeks
2252.96278 4.6893 (225*2π)/9604 weeks
2262.43881 4.44751 (226*2π)/9604 weeks
2272.1984 4.10054 (227*2π)/9604 weeks
2282.08797 3.81812 (228*2π)/9604 weeks
2292.16833 3.64374 (229*2π)/9604 weeks
2302.19189 3.73212 (230*2π)/9604 weeks
2312.03719 3.74622 (231*2π)/9604 weeks
2321.95644 3.69757 (232*2π)/9604 weeks
2331.93693 3.79208 (233*2π)/9604 weeks
2341.7294 3.84757 (234*2π)/9604 weeks
2351.53121 3.86868 (235*2π)/9604 weeks
2361.34031 3.71828 (236*2π)/9604 weeks
2371.39224 3.67236 (237*2π)/9604 weeks
2381.27475 3.78642 (238*2π)/9604 weeks
2391.02103 3.74876 (239*2π)/9604 weeks
240.91818 3.67443 (240*2π)/9604 weeks
241.82353 3.72716 (241*2π)/9604 weeks
242.68961 3.7353 (242*2π)/9604 weeks
243.45835 3.76999 (243*2π)/9604 weeks
244.14797 3.65782 (244*2π)/9604 weeks
245-.04085 3.46327 (245*2π)/9604 weeks
246-.10642 3.33513 (246*2π)/9604 weeks
247-.23091 3.18761 (247*2π)/9604 weeks
248-.25728 2.99538 (248*2π)/9604 weeks
249-.27833 2.91654 (249*2π)/9604 weeks
250-.25506 2.89118 (250*2π)/9604 weeks
251-.28931 2.98994 (251*2π)/9604 weeks
252-.5478 3.04641 (252*2π)/9604 weeks
253-.81971 2.88027 (253*2π)/9604 weeks
254-1.03207 2.69361 (254*2π)/9604 weeks
255-1.14269 2.45608 (255*2π)/9604 weeks
256-1.12387 2.26592 (256*2π)/9604 weeks
257-1.16831 2.20356 (257*2π)/9604 weeks
258-1.25987 2.11872 (258*2π)/9604 weeks
259-1.37037 2.08716 (259*2π)/9604 weeks
260-1.64369 2.04472 (260*2π)/9604 weeks
261-2.00333 1.8066 (261*2π)/9604 weeks
262-2.27528 1.40442 (262*2π)/9604 weeks
263-2.40067 .94251 (263*2π)/9604 weeks
264-2.4318 .47849 (264*2π)/9604 weeks
265-2.4114 -.0672 (265*2π)/9604 weeks
266-2.18212 -.69266 (266*2π)/9604 weeks
267-1.70632 -1.14271 (267*2π)/9604 weeks
268-1.16117 -1.36729 (268*2π)/9604 weeks
269-.64011 -1.36784 (269*2π)/9604 weeks
270-.27836 -1.17367 (270*2π)/9604 weeks
271-.12981 -.95535 (271*2π)/9604 weeks
272-.09175 -.82895 (272*2π)/9604 weeks
273-.15666 -.75726 (273*2π)/9604 weeks
274-.27004 -.86846 (274*2π)/9604 weeks
275-.22298 -1.10241 (275*2π)/9603 weeks
276-.02468 -1.3047 (276*2π)/9603 weeks
277.32106 -1.41961 (277*2π)/9603 weeks
278.60708 -1.23819 (278*2π)/9603 weeks
279.63968 -1.0484 (279*2π)/9603 weeks
280.63734 -.94624 (280*2π)/9603 weeks
281.51166 -.91746 (281*2π)/9603 weeks
282.43364 -1.03823 (282*2π)/9603 weeks
283.42844 -1.20189 (283*2π)/9603 weeks
284.52598 -1.3499 (284*2π)/9603 weeks
285.66914 -1.50958 (285*2π)/9603 weeks
286.83845 -1.54826 (286*2π)/9603 weeks
287.92908 -1.50645 (287*2π)/9603 weeks
288.92746 -1.54209 (288*2π)/9603 weeks
289.91193 -1.69213 (289*2π)/9603 weeks
2901.01397 -2.03038 (290*2π)/9603 weeks
2911.39079 -2.19806 (291*2π)/9603 weeks
2921.74172 -2.22526 (292*2π)/9603 weeks
2932.09261 -2.20161 (293*2π)/9603 weeks
2942.3938 -2.01956 (294*2π)/9603 weeks
2952.54243 -1.82235 (295*2π)/9603 weeks
2962.72238 -1.67262 (296*2π)/9603 weeks
2972.8839 -1.49415 (297*2π)/9603 weeks
2982.90482 -1.35085 (298*2π)/9603 weeks
2992.96596 -1.2285 (299*2π)/9603 weeks
3003.01803 -1.16718 (300*2π)/9603 weeks
3013.16742 -1.11641 (301*2π)/9603 weeks
3023.32379 -.9575 (302*2π)/9603 weeks
3033.40468 -.79771 (303*2π)/9603 weeks
3043.53044 -.61841 (304*2π)/9603 weeks
3053.61133 -.40565 (305*2π)/9603 weeks
3063.62923 -.16811 (306*2π)/9603 weeks
3073.57454 .05322 (307*2π)/9603 weeks
3083.42413 .24619 (308*2π)/9603 weeks
3093.30758 .2818 (309*2π)/9603 weeks
3103.27304 .31442 (310*2π)/9603 weeks
3113.26022 .30554 (311*2π)/9603 weeks
3123.34683 .33954 (312*2π)/9603 weeks
3133.4672 .4599 (313*2π)/9603 weeks
3143.63285 .61785 (314*2π)/9603 weeks
3153.7347 1.00619 (315*2π)/9603 weeks
3163.5722 1.45147 (316*2π)/9603 weeks
3173.21307 1.79681 (317*2π)/9603 weeks
3182.79251 1.9484 (318*2π)/9603 weeks
3192.43719 1.85174 (319*2π)/9603 weeks
3202.17276 1.79164 (320*2π)/9603 weeks
3211.88258 1.67297 (321*2π)/9603 weeks
3221.65425 1.43288 (322*2π)/9603 weeks
3231.66778 1.12127 (323*2π)/9603 weeks
3241.76502 .92859 (324*2π)/9603 weeks
3251.87384 .82756 (325*2π)/9603 weeks
3262.0061 .77574 (326*2π)/9603 weeks
3272.16291 .77843 (327*2π)/9603 weeks
3282.33653 .90728 (328*2π)/9603 weeks
3292.42257 1.15734 (329*2π)/9603 weeks
3302.34818 1.45354 (330*2π)/9603 weeks
3312.10363 1.66753 (331*2π)/9603 weeks
3321.8014 1.74709 (332*2π)/9603 weeks
3331.5245 1.6932 (333*2π)/9603 weeks
3341.37032 1.55315 (334*2π)/9603 weeks
3351.22153 1.45686 (335*2π)/9603 weeks
3361.14339 1.33345 (336*2π)/9603 weeks
3371.06238 1.27846 (337*2π)/9603 weeks
3381.00572 1.19421 (338*2π)/9603 weeks
339.93799 1.09463 (339*2π)/9603 weeks
340.84359 1.04473 (340*2π)/9603 weeks
341.73612 .93132 (341*2π)/9603 weeks
342.66782 .79761 (342*2π)/9603 weeks
343.58655 .59972 (343*2π)/9603 weeks
344.60068 .35205 (344*2π)/9603 weeks
345.76764 .1762 (345*2π)/9603 weeks
346.95226 .15052 (346*2π)/9603 weeks
3471.04413 .18708 (347*2π)/9603 weeks
3481.07112 .23342 (348*2π)/9603 weeks
3491.09316 .22106 (349*2π)/9603 weeks
3501.07379 .27194 (350*2π)/9603 weeks
351.98039 .19865 (351*2π)/9603 weeks
352.96931 .03188 (352*2π)/9603 weeks
3531.11239 -.09389 (353*2π)/9603 weeks
3541.27076 -.09951 (354*2π)/9603 weeks
3551.44183 -.06553 (355*2π)/9603 weeks
3561.51798 .10823 (356*2π)/9603 weeks
3571.44495 .27313 (357*2π)/9603 weeks
3581.33681 .34386 (358*2π)/9603 weeks
3591.17142 .29113 (359*2π)/9603 weeks
3601.11868 .15257 (360*2π)/9603 weeks
3611.19881 .07827 (361*2π)/9603 weeks
3621.31443 .10505 (362*2π)/9603 weeks
3631.4117 .25303 (363*2π)/9603 weeks
3641.35596 .53878 (364*2π)/9603 weeks
3651.05477 .72736 (365*2π)/9603 weeks
366.69818 .79256 (366*2π)/9603 weeks
367.22176 .57901 (367*2π)/9603 weeks
368-.01642 .17084 (368*2π)/9603 weeks
369-.03782 -.30649 (369*2π)/9603 weeks
370.13539 -.68408 (370*2π)/9603 weeks
371.37306 -.8763 (371*2π)/9603 weeks
372.5465 -.94296 (372*2π)/9603 weeks
373.63617 -1.00017 (373*2π)/9603 weeks
374.75321 -1.1201 (374*2π)/9603 weeks
375.88165 -1.21362 (375*2π)/9603 weeks
3761.06143 -1.30821 (376*2π)/9603 weeks
3771.26587 -1.30392 (377*2π)/9603 weeks
3781.4582 -1.28321 (378*2π)/9603 weeks
3791.62063 -1.11923 (379*2π)/9603 weeks
3801.61834 -.93026 (380*2π)/9603 weeks
3811.53871 -.81127 (381*2π)/9603 weeks
3821.44842 -.84219 (382*2π)/9603 weeks
3831.41255 -.86641 (383*2π)/9603 weeks
3841.35591 -.83919 (384*2π)/9603 weeks
3851.21116 -.87421 (385*2π)/9602 weeks
3861.12234 -1.04834 (386*2π)/9602 weeks
3871.12315 -1.29436 (387*2π)/9602 weeks
3881.19753 -1.52688 (388*2π)/9602 weeks
3891.43085 -1.73729 (389*2π)/9602 weeks
3901.74883 -1.80355 (390*2π)/9602 weeks
3912.02245 -1.72603 (391*2π)/9602 weeks
3922.20136 -1.57663 (392*2π)/9602 weeks
3932.29231 -1.42089 (393*2π)/9602 weeks
3942.29569 -1.24559 (394*2π)/9602 weeks
3952.25061 -1.24627 (395*2π)/9602 weeks
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