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Fourier Analysis of PNTR (Pointer Telocation Ltd)


PNTR (Pointer Telocation Ltd) appears to have interesting cyclic behaviour every 92 weeks (56.0503*sine), 84 weeks (53.6283*sine), and 92 weeks (34.5387*cosine).

PNTR (Pointer Telocation Ltd) has an average price of 77.02 (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 8/14/2017 for PNTR (Pointer Telocation Ltd), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
077.0209   0 
1130.8729 35.82271 (1*2π)/920920 weeks
2107.6271 54.13047 (2*2π)/920460 weeks
385.16075 61.91547 (3*2π)/920307 weeks
466.88138 62.54922 (4*2π)/920230 weeks
555.54605 58.09981 (5*2π)/920184 weeks
647.61876 50.12806 (6*2π)/920153 weeks
747.14607 46.5754 (7*2π)/920131 weeks
846.57678 48.66087 (8*2π)/920115 weeks
942.66531 53.40075 (9*2π)/920102 weeks
1034.53867 56.05028 (10*2π)/92092 weeks
1124.83586 53.62825 (11*2π)/92084 weeks
1219.86656 48.32072 (12*2π)/92077 weeks
1317.09567 44.86665 (13*2π)/92071 weeks
1415.43839 41.40305 (14*2π)/92066 weeks
1514.26728 38.42828 (15*2π)/92061 weeks
1614.05674 35.9855 (16*2π)/92058 weeks
1713.5533 35.50523 (17*2π)/92054 weeks
1811.84395 34.85123 (18*2π)/92051 weeks
1910.4902 32.41509 (19*2π)/92048 weeks
2011.41506 30.35674 (20*2π)/92046 weeks
2112.21782 30.49446 (21*2π)/92044 weeks
2211.78031 31.19732 (22*2π)/92042 weeks
2310.36891 31.72099 (23*2π)/92040 weeks
249.28051 30.69965 (24*2π)/92038 weeks
259.28625 30.66763 (25*2π)/92037 weeks
268.3391 31.17831 (26*2π)/92035 weeks
276.91402 31.88841 (27*2π)/92034 weeks
284.96351 31.83817 (28*2π)/92033 weeks
293.38605 31.12787 (29*2π)/92032 weeks
302.10978 30.63736 (30*2π)/92031 weeks
31.21871 29.94115 (31*2π)/92030 weeks
32-1.28958 28.52927 (32*2π)/92029 weeks
33-1.49418 27.10244 (33*2π)/92028 weeks
34-1.30536 26.75089 (34*2π)/92027 weeks
35-2.00438 27.44758 (35*2π)/92026 weeks
36-4.16275 27.98242 (36*2π)/92026 weeks
37-6.67508 27.38655 (37*2π)/92025 weeks
38-9.08214 26.02884 (38*2π)/92024 weeks
39-11.58324 23.55097 (39*2π)/92024 weeks
40-12.9513 19.59921 (40*2π)/92023 weeks
41-12.22079 15.97424 (41*2π)/92022 weeks
42-10.34214 13.97602 (42*2π)/92022 weeks
43-8.80732 13.35139 (43*2π)/92021 weeks
44-8.09769 12.95358 (44*2π)/92021 weeks
45-7.479 12.60106 (45*2π)/92020 weeks
46-7.21256 12.75732 (46*2π)/92020 weeks
47-7.50813 12.777 (47*2π)/92020 weeks
48-7.72014 12.34084 (48*2π)/92019 weeks
49-8.14886 11.97719 (49*2π)/92019 weeks
50-8.45841 11.21413 (50*2π)/92018 weeks
51-8.80989 10.89516 (51*2π)/92018 weeks
52-9.6164 10.27047 (52*2π)/92018 weeks
53-10.297 8.98697 (53*2π)/92017 weeks
54-10.23726 7.48841 (54*2π)/92017 weeks
55-9.76274 6.60284 (55*2π)/92017 weeks
56-9.74062 6.0811 (56*2π)/92016 weeks
57-10.21878 5.31835 (57*2π)/92016 weeks
58-10.55016 3.87235 (58*2π)/92016 weeks
59-10.56162 2.41859 (59*2π)/92016 weeks
60-10.39156 .7317 (60*2π)/92015 weeks
61-9.68381 -.9984 (61*2π)/92015 weeks
62-8.52164 -2.76537 (62*2π)/92015 weeks
63-6.54053 -4.11658 (63*2π)/92015 weeks
64-4.54706 -4.35622 (64*2π)/92014 weeks
65-3.1912 -4.21941 (65*2π)/92014 weeks
66-1.97615 -4.03537 (66*2π)/92014 weeks
67-1.00604 -3.86418 (67*2π)/92014 weeks
68-.16912 -3.63411 (68*2π)/92014 weeks
69.50433 -3.20621 (69*2π)/92013 weeks
70.85146 -2.87161 (70*2π)/92013 weeks
711.17505 -2.7394 (71*2π)/92013 weeks
721.50247 -2.86219 (72*2π)/92013 weeks
732.03902 -3.14758 (73*2π)/92013 weeks
742.66376 -3.20246 (74*2π)/92012 weeks
753.16664 -3.2945 (75*2π)/92012 weeks
764.23703 -3.68036 (76*2π)/92012 weeks
775.73131 -3.33453 (77*2π)/92012 weeks
786.91942 -2.31415 (78*2π)/92012 weeks
797.48561 -.95414 (79*2π)/92012 weeks
807.2176 .39092 (80*2π)/92012 weeks
816.83797 .8216 (81*2π)/92011 weeks
826.8391 1.11051 (82*2π)/92011 weeks
836.76554 1.46396 (83*2π)/92011 weeks
846.73833 1.97972 (84*2π)/92011 weeks
856.32897 2.32376 (85*2π)/92011 weeks
866.51681 2.41847 (86*2π)/92011 weeks
876.46617 3.13047 (87*2π)/92011 weeks
885.70847 3.58011 (88*2π)/92010 weeks
894.79496 3.48479 (89*2π)/92010 weeks
904.19618 2.83883 (90*2π)/92010 weeks
914.2857 1.94133 (91*2π)/92010 weeks
924.78299 1.3517 (92*2π)/92010 weeks
935.16314 .7377 (93*2π)/92010 weeks
946.25835 .36031 (94*2π)/92010 weeks
957.33057 .8186 (95*2π)/92010 weeks
968.07046 1.54408 (96*2π)/92010 weeks
978.25684 2.16048 (97*2π)/9209 weeks
988.36916 2.31113 (98*2π)/9209 weeks
998.93537 2.52502 (99*2π)/9209 weeks
1009.6504 3.30053 (100*2π)/9209 weeks
10110.08498 4.2265 (101*2π)/9209 weeks
10210.3279 5.25051 (102*2π)/9209 weeks
10310.42684 6.32936 (103*2π)/9209 weeks
10410.3587 7.73035 (104*2π)/9209 weeks
1059.42804 9.46979 (105*2π)/9209 weeks
1067.72265 10.21721 (106*2π)/9209 weeks
1076.33816 10.06703 (107*2π)/9209 weeks
1085.53332 9.74058 (108*2π)/9209 weeks
1094.99814 9.55378 (109*2π)/9208 weeks
1104.42113 9.41764 (110*2π)/9208 weeks
1113.85743 9.12073 (111*2π)/9208 weeks
1123.53969 8.71061 (112*2π)/9208 weeks
1133.42983 8.35771 (113*2π)/9208 weeks
1143.42766 8.18514 (114*2π)/9208 weeks
1153.49798 8.0564 (115*2π)/9208 weeks
1163.57838 8.0711 (116*2π)/9208 weeks
1173.72978 8.29842 (117*2π)/9208 weeks
1183.5268 8.74448 (118*2π)/9208 weeks
1193.12902 8.91888 (119*2π)/9208 weeks
1202.91664 9.01926 (120*2π)/9208 weeks
1212.63463 9.24338 (121*2π)/9208 weeks
1222.31665 9.49621 (122*2π)/9208 weeks
1231.73056 9.78886 (123*2π)/9207 weeks
124.98385 9.82713 (124*2π)/9207 weeks
125.28583 9.68933 (125*2π)/9207 weeks
126-.42816 9.34776 (126*2π)/9207 weeks
127-.97725 8.70384 (127*2π)/9207 weeks
128-1.06145 8.00985 (128*2π)/9207 weeks
129-.83818 7.60173 (129*2π)/9207 weeks
130-.59693 7.60255 (130*2π)/9207 weeks
131-.71097 7.73627 (131*2π)/9207 weeks
132-.99008 7.84445 (132*2π)/9207 weeks
133-1.44454 7.87739 (133*2π)/9207 weeks
134-1.97474 7.76284 (134*2π)/9207 weeks
135-2.35636 7.39058 (135*2π)/9207 weeks
136-2.70056 6.99589 (136*2π)/9207 weeks
137-2.95878 6.4899 (137*2π)/9207 weeks
138-2.95167 6.12893 (138*2π)/9207 weeks
139-2.98369 6.01142 (139*2π)/9207 weeks
140-3.19627 5.87703 (140*2π)/9207 weeks
141-3.55923 5.67903 (141*2π)/9207 weeks
142-4.02101 5.18064 (142*2π)/9206 weeks
143-4.17777 4.65663 (143*2π)/9206 weeks
144-4.37809 4.23604 (144*2π)/9206 weeks
145-4.55992 3.50639 (145*2π)/9206 weeks
146-4.64226 2.76742 (146*2π)/9206 weeks
147-4.57062 1.82519 (147*2π)/9206 weeks
148-3.90476 .97852 (148*2π)/9206 weeks
149-3.08076 .59741 (149*2π)/9206 weeks
150-2.37079 .51426 (150*2π)/9206 weeks
151-1.89299 .54223 (151*2π)/9206 weeks
152-1.50629 .66854 (152*2π)/9206 weeks
153-1.15344 .9133 (153*2π)/9206 weeks
154-1.09482 1.29078 (154*2π)/9206 weeks
155-1.22746 1.33549 (155*2π)/9206 weeks
156-1.30873 1.32732 (156*2π)/9206 weeks
157-1.41772 1.26298 (157*2π)/9206 weeks
158-1.49032 1.05794 (158*2π)/9206 weeks
159-1.53596 .83916 (159*2π)/9206 weeks
160-1.44557 .42546 (160*2π)/9206 weeks
161-1.10707 .21017 (161*2π)/9206 weeks
162-.90215 .13286 (162*2π)/9206 weeks
163-.6539 -.06174 (163*2π)/9206 weeks
164-.35014 -.14625 (164*2π)/9206 weeks
165.05095 -.13755 (165*2π)/9206 weeks
166.45133 .20262 (166*2π)/9206 weeks
167.47176 .59733 (167*2π)/9206 weeks
168.40396 .80108 (168*2π)/9205 weeks
169.28556 1.10338 (169*2π)/9205 weeks
170-.09976 1.24459 (170*2π)/9205 weeks
171-.47101 1.23388 (171*2π)/9205 weeks
172-.90665 .98863 (172*2π)/9205 weeks
173-1.14143 .40695 (173*2π)/9205 weeks
174-1.03773 -.12345 (174*2π)/9205 weeks
175-.85408 -.50425 (175*2π)/9205 weeks
176-.66179 -.80164 (176*2π)/9205 weeks
177-.37554 -1.173 (177*2π)/9205 weeks
178.16534 -1.37576 (178*2π)/9205 weeks
179.57226 -1.23438 (179*2π)/9205 weeks
180.64368 -1.13624 (180*2π)/9205 weeks
181.71623 -1.25641 (181*2π)/9205 weeks
182.92316 -1.29971 (182*2π)/9205 weeks
1831.06267 -1.43309 (183*2π)/9205 weeks
1841.3874 -1.53615 (184*2π)/9205 weeks
1851.74657 -1.62779 (185*2π)/9205 weeks
1862.14639 -1.54815 (186*2π)/9205 weeks
1872.53141 -1.30937 (187*2π)/9205 weeks
1882.67204 -.93498 (188*2π)/9205 weeks
1892.7176 -.65508 (189*2π)/9205 weeks
1902.56603 -.44505 (190*2π)/9205 weeks
1912.43046 -.4457 (191*2π)/9205 weeks
1922.35583 -.45681 (192*2π)/9205 weeks
1932.21646 -.66723 (193*2π)/9205 weeks
1942.38542 -.98225 (194*2π)/9205 weeks
1952.68359 -1.15747 (195*2π)/9205 weeks
1962.95537 -1.20972 (196*2π)/9205 weeks
1973.31347 -1.26629 (197*2π)/9205 weeks
1983.71585 -1.24254 (198*2π)/9205 weeks
1994.17012 -1.06173 (199*2π)/9205 weeks
2004.46661 -.64518 (200*2π)/9205 weeks
2014.50019 -.37184 (201*2π)/9205 weeks
2024.63292 -.25974 (202*2π)/9205 weeks
2034.79552 -.13551 (203*2π)/9205 weeks
2045.07905 .00683 (204*2π)/9205 weeks
2055.41523 .29911 (205*2π)/9204 weeks
2065.73107 .66726 (206*2π)/9204 weeks
2075.95155 1.20232 (207*2π)/9204 weeks
2085.93818 1.77821 (208*2π)/9204 weeks
2095.92049 2.1867 (209*2π)/9204 weeks
2105.98884 2.75248 (210*2π)/9204 weeks
2115.88974 3.48991 (211*2π)/9204 weeks
2125.44304 4.20697 (212*2π)/9204 weeks
2134.73953 4.67056 (213*2π)/9204 weeks
2144.08105 4.78263 (214*2π)/9204 weeks
2153.49923 4.85204 (215*2π)/9204 weeks
2162.91193 4.75065 (216*2π)/9204 weeks
2172.45933 4.44254 (217*2π)/9204 weeks
2182.25855 4.15763 (218*2π)/9204 weeks
2192.20324 3.87589 (219*2π)/9204 weeks
2202.285 3.8259 (220*2π)/9204 weeks
2212.17149 3.87937 (221*2π)/9204 weeks
2222.08211 3.82747 (222*2π)/9204 weeks
2232.10412 3.86449 (223*2π)/9204 weeks
2241.92256 4.00872 (224*2π)/9204 weeks
2251.72314 4.07439 (225*2π)/9204 weeks
2261.44274 3.98712 (226*2π)/9204 weeks
2271.41831 3.88457 (227*2π)/9204 weeks
2281.27267 3.97137 (228*2π)/9204 weeks
229.99792 3.88903 (229*2π)/9204 weeks
230.92342 3.76985 (230*2π)/9204 weeks
231.86277 3.82499 (231*2π)/9204 weeks
232.73743 3.85838 (232*2π)/9204 weeks
233.4811 3.91095 (233*2π)/9204 weeks
234.16933 3.76422 (234*2π)/9204 weeks
235-.01045 3.5432 (235*2π)/9204 weeks
236-.10399 3.43786 (236*2π)/9204 weeks
237-.22496 3.27214 (237*2π)/9204 weeks
238-.22108 3.13967 (238*2π)/9204 weeks
239-.25674 3.05371 (239*2π)/9204 weeks
240-.28512 3.06344 (240*2π)/9204 weeks
241-.48057 3.18631 (241*2π)/9204 weeks
242-.84367 3.09441 (242*2π)/9204 weeks
243-1.05103 2.85919 (243*2π)/9204 weeks
244-1.16081 2.57794 (244*2π)/9204 weeks
245-1.15229 2.33525 (245*2π)/9204 weeks
246-1.14991 2.27956 (246*2π)/9204 weeks
247-1.25322 2.21466 (247*2π)/9204 weeks
248-1.3607 2.1608 (248*2π)/9204 weeks
249-1.60923 2.14244 (249*2π)/9204 weeks
250-1.99326 1.95404 (250*2π)/9204 weeks
251-2.33399 1.56524 (251*2π)/9204 weeks
252-2.52322 1.05338 (252*2π)/9204 weeks
253-2.57957 .51147 (253*2π)/9204 weeks
254-2.54728 -.1023 (254*2π)/9204 weeks
255-2.26361 -.77631 (255*2π)/9204 weeks
256-1.74735 -1.22926 (256*2π)/9204 weeks
257-1.17933 -1.45404 (257*2π)/9204 weeks
258-.62973 -1.46867 (258*2π)/9204 weeks
259-.2342 -1.28349 (259*2π)/9204 weeks
260-.03962 -1.04672 (260*2π)/9204 weeks
261.01134 -.83346 (261*2π)/9204 weeks
262-.13908 -.73487 (262*2π)/9204 weeks
263-.27866 -.93557 (263*2π)/9203 weeks
264-.19588 -1.23681 (264*2π)/9203 weeks
265.08924 -1.48047 (265*2π)/9203 weeks
266.53246 -1.43558 (266*2π)/9203 weeks
267.70171 -1.15939 (267*2π)/9203 weeks
268.70015 -1.00029 (268*2π)/9203 weeks
269.55507 -.87795 (269*2π)/9203 weeks
270.37732 -.98423 (270*2π)/9203 weeks
271.32321 -1.21731 (271*2π)/9203 weeks
272.44496 -1.47271 (272*2π)/9203 weeks
273.65077 -1.67234 (273*2π)/9203 weeks
274.9085 -1.69789 (274*2π)/9203 weeks
2751.0482 -1.59926 (275*2π)/9203 weeks
2761.03785 -1.59278 (276*2π)/9203 weeks
2771.00597 -1.74635 (277*2π)/9203 weeks
2781.15252 -2.09827 (278*2π)/9203 weeks
2791.53943 -2.21101 (279*2π)/9203 weeks
2801.84576 -2.21316 (280*2π)/9203 weeks
2812.19371 -2.20338 (281*2π)/9203 weeks
2822.48834 -2.05063 (282*2π)/9203 weeks
2832.66674 -1.92037 (283*2π)/9203 weeks
2842.88115 -1.74403 (284*2π)/9203 weeks
2853.0115 -1.47399 (285*2π)/9203 weeks
2863.04173 -1.35412 (286*2π)/9203 weeks
2873.07815 -1.30005 (287*2π)/9203 weeks
2883.23975 -1.30711 (288*2π)/9203 weeks
2893.51397 -1.15509 (289*2π)/9203 weeks
2903.64801 -.87327 (290*2π)/9203 weeks
2913.72066 -.64907 (291*2π)/9203 weeks
2923.73959 -.42994 (292*2π)/9203 weeks
2933.74025 -.21608 (293*2π)/9203 weeks
2943.72131 .00959 (294*2π)/9203 weeks
2953.61018 .25873 (295*2π)/9203 weeks
2963.43432 .33818 (296*2π)/9203 weeks
2973.35369 .3457 (297*2π)/9203 weeks
2983.32361 .29057 (298*2π)/9203 weeks
2993.44403 .28791 (299*2π)/9203 weeks
3003.62062 .4017 (300*2π)/9203 weeks
3013.84725 .61465 (301*2π)/9203 weeks
3023.94409 1.09098 (302*2π)/9203 weeks
3033.73693 1.56145 (303*2π)/9203 weeks
3043.3405 1.90434 (304*2π)/9203 weeks
3052.86177 2.07636 (305*2π)/9203 weeks
3062.485 2.02155 (306*2π)/9203 weeks
3072.12051 1.93147 (307*2π)/9203 weeks
3081.78564 1.67297 (308*2π)/9203 weeks
3091.62268 1.25859 (309*2π)/9203 weeks
3101.74997 .98018 (310*2π)/9203 weeks
3111.9183 .86826 (311*2π)/9203 weeks
3122.04694 .82661 (312*2π)/9203 weeks
3132.17695 .81868 (313*2π)/9203 weeks
3142.35665 .88571 (314*2π)/9203 weeks
3152.49249 1.09145 (315*2π)/9203 weeks
3162.48422 1.38826 (316*2π)/9203 weeks
3172.28796 1.66604 (317*2π)/9203 weeks
3181.99793 1.81533 (318*2π)/9203 weeks
3191.6816 1.82399 (319*2π)/9203 weeks
3201.44946 1.70942 (320*2π)/9203 weeks
3211.23109 1.59597 (321*2π)/9203 weeks
3221.11606 1.40488 (322*2π)/9203 weeks
3231.05918 1.29715 (323*2π)/9203 weeks
3241.03325 1.2096 (324*2π)/9203 weeks
325.982 1.12572 (325*2π)/9203 weeks
326.87608 1.06782 (326*2π)/9203 weeks
327.76041 .94148 (327*2π)/9203 weeks
328.67285 .79997 (328*2π)/9203 weeks
329.62604 .55418 (329*2π)/9203 weeks
330.70692 .29479 (330*2π)/9203 weeks
331.8888 .1558 (331*2π)/9203 weeks
3321.04284 .12976 (332*2π)/9203 weeks
3331.16691 .16068 (333*2π)/9203 weeks
3341.20563 .21908 (334*2π)/9203 weeks
3351.20962 .3121 (335*2π)/9203 weeks
3361.03796 .33757 (336*2π)/9203 weeks
337.9125 .15591 (337*2π)/9203 weeks
3381.00347 -.10431 (338*2π)/9203 weeks
3391.24107 -.20637 (339*2π)/9203 weeks
3401.47643 -.18007 (340*2π)/9203 weeks
3411.61673 .05175 (341*2π)/9203 weeks
3421.5429 .27042 (342*2π)/9203 weeks
3431.40909 .34774 (343*2π)/9203 weeks
3441.23384 .2991 (344*2π)/9203 weeks
3451.18934 .15254 (345*2π)/9203 weeks
3461.29019 .09414 (346*2π)/9203 weeks
3471.40775 .15823 (347*2π)/9203 weeks
3481.46745 .34536 (348*2π)/9203 weeks
3491.33077 .63835 (349*2π)/9203 weeks
350.98134 .76044 (350*2π)/9203 weeks
351.55805 .77859 (351*2π)/9203 weeks
352.12496 .42765 (352*2π)/9203 weeks
353-.05769 -.04361 (353*2π)/9203 weeks
354.03189 -.50409 (354*2π)/9203 weeks
355.28142 -.79648 (355*2π)/9203 weeks
356.49305 -.91339 (356*2π)/9203 weeks
357.61622 -.99226 (357*2π)/9203 weeks
358.70891 -1.13592 (358*2π)/9203 weeks
359.8553 -1.23817 (359*2π)/9203 weeks
3601.02671 -1.35704 (360*2π)/9203 weeks
3611.2805 -1.39839 (361*2π)/9203 weeks
3621.4896 -1.34918 (362*2π)/9203 weeks
3631.6853 -1.17032 (363*2π)/9203 weeks
3641.67841 -.94658 (364*2π)/9203 weeks
3651.5703 -.83999 (365*2π)/9203 weeks
3661.45578 -.92276 (366*2π)/9203 weeks
3671.48096 -.98669 (367*2π)/9203 weeks
3681.50156 -.92157 (368*2π)/9203 weeks
3691.34416 -.88187 (369*2π)/9202 weeks
3701.18752 -1.03056 (370*2π)/9202 weeks
3711.14769 -1.3236 (371*2π)/9202 weeks
3721.22957 -1.64007 (372*2π)/9202 weeks
3731.52582 -1.88362 (373*2π)/9202 weeks
3741.89417 -1.92151 (374*2π)/9202 weeks
3752.17254 -1.80114 (375*2π)/9202 weeks
3762.3326 -1.65068 (376*2π)/9202 weeks
3772.45181 -1.50739 (377*2π)/9202 weeks
3782.43828 -1.33924 (378*2π)/9202 weeks
3792.42311 -1.27474 (379*2π)/9202 weeks
3802.4442 -1.21997 (380*2π)/9202 weeks
3812.47562 -1.20635 (381*2π)/9202 weeks
3822.57377 -1.12131 (382*2π)/9202 weeks
3832.59204 -.96572 (383*2π)/9202 weeks
3842.50087 -.78967 (384*2π)/9202 weeks
3852.25058 -.67157 (385*2π)/9202 weeks
3861.97436 -.80994 (386*2π)/9202 weeks
3871.86656 -1.06789 (387*2π)/9202 weeks
3881.89737 -1.3359 (388*2π)/9202 weeks
3892.06988 -1.57433 (389*2π)/9202 weeks
3902.33365 -1.64749 (390*2π)/9202 weeks
3912.48863 -1.58856 (391*2π)/9202 weeks
3922.57444 -1.52996 (392*2π)/9202 weeks
3932.56165 -1.54156 (393*2π)/9202 weeks
3942.61924 -1.62514 (394*2π)/9202 weeks
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796.98385 -9.82713 (796*2π)/9201 weeks
7971.73056 -9.78886 (797*2π)/9201 weeks
7982.31665 -9.49621 (798*2π)/9201 weeks
7992.63463 -9.24338 (799*2π)/9201 weeks
8002.91664 -9.01926 (800*2π)/9201 weeks
8013.12902 -8.91888 (801*2π)/9201 weeks
8023.5268 -8.74448 (802*2π)/9201 weeks
8033.72978 -8.29842 (803*2π)/9201 weeks
8043.57838 -8.0711 (804*2π)/9201 weeks
8053.49798 -8.0564 (805*2π)/9201 weeks
8063.42766 -8.18514 (806*2π)/9201 weeks
8073.42983 -8.35771 (807*2π)/9201 weeks
8083.53969 -8.71061 (808*2π)/9201 weeks
8093.85743 -9.12073 (809*2π)/9201 weeks
8104.42113 -9.41764 (810*2π)/9201 weeks
8114.99814 -9.55378 (811*2π)/9201 weeks
8125.53332 -9.74058 (812*2π)/9201 weeks
8136.33816 -10.06703 (813*2π)/9201 weeks
8147.72265 -10.21721 (814*2π)/9201 weeks
8159.42804 -9.46979 (815*2π)/9201 weeks
81610.3587 -7.73035 (816*2π)/9201 weeks
81710.42684 -6.32936 (817*2π)/9201 weeks
81810.3279 -5.25051 (818*2π)/9201 weeks
81910.08498 -4.2265 (819*2π)/9201 weeks
8209.6504 -3.30053 (820*2π)/9201 weeks
8218.93537 -2.52502 (821*2π)/9201 weeks
8228.36916 -2.31113 (822*2π)/9201 weeks
8238.25684 -2.16048 (823*2π)/9201 weeks
8248.07046 -1.54408 (824*2π)/9201 weeks
8257.33057 -.8186 (825*2π)/9201 weeks
8266.25835 -.36031 (826*2π)/9201 weeks
8275.16314 -.7377 (827*2π)/9201 weeks
8284.78299 -1.3517 (828*2π)/9201 weeks
8294.2857 -1.94133 (829*2π)/9201 weeks
8304.19618 -2.83883 (830*2π)/9201 weeks
8314.79496 -3.48479 (831*2π)/9201 weeks
8325.70847 -3.58011 (832*2π)/9201 weeks
8336.46617 -3.13047 (833*2π)/9201 weeks
8346.51681 -2.41847 (834*2π)/9201 weeks
8356.32897 -2.32376 (835*2π)/9201 weeks
8366.73833 -1.97972 (836*2π)/9201 weeks
8376.76554 -1.46396 (837*2π)/9201 weeks
8386.8391 -1.11051 (838*2π)/9201 weeks
8396.83797 -.8216 (839*2π)/9201 weeks
8407.2176 -.39092 (840*2π)/9201 weeks
8417.48561 .95414 (841*2π)/9201 weeks
8426.91942 2.31415 (842*2π)/9201 weeks
8435.73131 3.33453 (843*2π)/9201 weeks
8444.23703 3.68036 (844*2π)/9201 weeks
8453.16664 3.2945 (845*2π)/9201 weeks
8462.66376 3.20246 (846*2π)/9201 weeks
8472.03902 3.14758 (847*2π)/9201 weeks
8481.50247 2.86219 (848*2π)/9201 weeks
8491.17505 2.7394 (849*2π)/9201 weeks
850.85146 2.87161 (850*2π)/9201 weeks
851.50433 3.20621 (851*2π)/9201 weeks
852-.16912 3.63411 (852*2π)/9201 weeks
853-1.00604 3.86418 (853*2π)/9201 weeks
854-1.97615 4.03537 (854*2π)/9201 weeks
855-3.1912 4.21941 (855*2π)/9201 weeks
856-4.54706 4.35622 (856*2π)/9201 weeks
857-6.54053 4.11658 (857*2π)/9201 weeks
858-8.52164 2.76537 (858*2π)/9201 weeks
859-9.68381 .9984 (859*2π)/9201 weeks
860-10.39156 -.7317 (860*2π)/9201 weeks
861-10.56162 -2.41859 (861*2π)/9201 weeks
862-10.55016 -3.87235 (862*2π)/9201 weeks
863-10.21878 -5.31835 (863*2π)/9201 weeks
864-9.74062 -6.0811 (864*2π)/9201 weeks
865-9.76274 -6.60284 (865*2π)/9201 weeks
866-10.23726 -7.48841 (866*2π)/9201 weeks
867-10.297 -8.98697 (867*2π)/9201 weeks
868-9.6164 -10.27047 (868*2π)/9201 weeks
869-8.80989 -10.89516 (869*2π)/9201 weeks
870-8.45841 -11.21413 (870*2π)/9201 weeks
871-8.14886 -11.97719 (871*2π)/9201 weeks
872-7.72014 -12.34084 (872*2π)/9201 weeks
873-7.50813 -12.777 (873*2π)/9201 weeks
874-7.21256 -12.75732 (874*2π)/9201 weeks
875-7.479 -12.60106 (875*2π)/9201 weeks
876-8.09769 -12.95358 (876*2π)/9201 weeks
877-8.80732 -13.35139 (877*2π)/9201 weeks
878-10.34214 -13.97602 (878*2π)/9201 weeks
879-12.22079 -15.97424 (879*2π)/9201 weeks
880-12.9513 -19.59921 (880*2π)/9201 weeks
881-11.58324 -23.55097 (881*2π)/9201 weeks
882-9.08214 -26.02884 (882*2π)/9201 weeks
883-6.67508 -27.38655 (883*2π)/9201 weeks
884-4.16275 -27.98242 (884*2π)/9201 weeks
885-2.00438 -27.44758 (885*2π)/9201 weeks
886-1.30536 -26.75089 (886*2π)/9201 weeks
887-1.49418 -27.10244 (887*2π)/9201 weeks
888-1.28958 -28.52927 (888*2π)/9201 weeks
889.21871 -29.94115 (889*2π)/9201 weeks
8902.10978 -30.63736 (890*2π)/9201 weeks
8913.38605 -31.12787 (891*2π)/9201 weeks
8924.96351 -31.83817 (892*2π)/9201 weeks
8936.91402 -31.88841 (893*2π)/9201 weeks
8948.3391 -31.17831 (894*2π)/9201 weeks
8959.28625 -30.66763 (895*2π)/9201 weeks
8969.28051 -30.69965 (896*2π)/9201 weeks
89710.36891 -31.72099 (897*2π)/9201 weeks
89811.78031 -31.19732 (898*2π)/9201 weeks
89912.21782 -30.49446 (899*2π)/9201 weeks
90011.41506 -30.35674 (900*2π)/9201 weeks
90110.4902 -32.41509 (901*2π)/9201 weeks
90211.84395 -34.85123 (902*2π)/9201 weeks
90313.5533 -35.50523 (903*2π)/9201 weeks
90414.05674 -35.9855 (904*2π)/9201 weeks
90514.26728 -38.42828 (905*2π)/9201 weeks
90615.43839 -41.40305 (906*2π)/9201 weeks
90717.09567 -44.86665 (907*2π)/9201 weeks
90819.86656 -48.32072 (908*2π)/9201 weeks
90924.83586 -53.62825 (909*2π)/9201 weeks
91034.53867 -56.05028 (910*2π)/9201 weeks
91142.66531 -53.40075 (911*2π)/9201 weeks
91246.57678 -48.66087 (912*2π)/9201 weeks
91347.14607 -46.5754 (913*2π)/9201 weeks
91447.61876 -50.12806 (914*2π)/9201 weeks
91555.54605 -58.09981 (915*2π)/9201 weeks
91666.88138 -62.54922 (916*2π)/9201 weeks
91785.16075 -61.91547 (917*2π)/9201 weeks
918107.6271 -54.13047 (918*2π)/9201 weeks



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