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Fourier Analysis of DRAM (Dataram Corporatio)


DRAM (Dataram Corporatio) appears to have interesting cyclic behaviour every 91 weeks (69.0476*sine), 83 weeks (62.2867*sine), and 70 weeks (34.8212*cosine).

DRAM (Dataram Corporatio) has an average price of 260.23 (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 1/3/2000 to 7/3/2017 for DRAM (Dataram Corporatio), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0260.23   0 
1115.6119 195.4498 (1*2π)/914914 weeks
2118.3602 91.8061 (2*2π)/914457 weeks
3135.1917 114.2649 (3*2π)/914305 weeks
461.67603 148.3022 (4*2π)/914229 weeks
540.49236 135.4922 (5*2π)/914183 weeks
6-1.35061 91.22682 (6*2π)/914152 weeks
720.99931 79.54783 (7*2π)/914131 weeks
813.11394 76.21172 (8*2π)/914114 weeks
99.43784 96.37228 (9*2π)/914102 weeks
10-27.04531 69.04762 (10*2π)/91491 weeks
11-20.6778 62.28671 (11*2π)/91483 weeks
12-18.12157 42.08242 (12*2π)/91476 weeks
13-34.82116 54.53131 (13*2π)/91470 weeks
14-25.39806 18.43378 (14*2π)/91465 weeks
15-21.1353 17.12082 (15*2π)/91461 weeks
16-8.13796 25.44631 (16*2π)/91457 weeks
17-18.2442 20.7726 (17*2π)/91454 weeks
18-20.4207 14.24872 (18*2π)/91451 weeks
19-12.84596 6.76185 (19*2π)/91448 weeks
20-21.71606 7.33479 (20*2π)/91446 weeks
21-7.96195 -5.57825 (21*2π)/91444 weeks
22-6.02966 -6.67033 (22*2π)/91442 weeks
235.3072 -8.2459 (23*2π)/91440 weeks
2413.30462 -7.35367 (24*2π)/91438 weeks
2521.22399 10.83736 (25*2π)/91437 weeks
267.38652 11.86452 (26*2π)/91435 weeks
276.74388 5.54999 (27*2π)/91434 weeks
2817.1333 6.56684 (28*2π)/91433 weeks
299.07535 17.68005 (29*2π)/91432 weeks
308.37435 10.66203 (30*2π)/91430 weeks
3112.91769 11.16442 (31*2π)/91429 weeks
329.9988 13.57279 (32*2π)/91429 weeks
338.69746 15.98054 (33*2π)/91428 weeks
3412.52897 14.89131 (34*2π)/91427 weeks
3510.30341 16.65403 (35*2π)/91426 weeks
3610.77741 23.47693 (36*2π)/91425 weeks
376.13959 23.97449 (37*2π)/91425 weeks
38-.47684 25.54873 (38*2π)/91424 weeks
39-1.18994 23.03277 (39*2π)/91423 weeks
40-8.45007 21.94102 (40*2π)/91423 weeks
41-8.37001 17.20267 (41*2π)/91422 weeks
42-8.24607 12.75495 (42*2π)/91422 weeks
43-9.76733 13.46411 (43*2π)/91421 weeks
44-6.45105 7.17887 (44*2π)/91421 weeks
45-6.99383 9.05495 (45*2π)/91420 weeks
46-6.8605 6.50196 (46*2π)/91420 weeks
47-2.12848 7.15011 (47*2π)/91419 weeks
48-4.3757 7.91288 (48*2π)/91419 weeks
49-7.42378 8.40247 (49*2π)/91419 weeks
50-5.77677 2.51146 (50*2π)/91418 weeks
51-3.24407 4.17532 (51*2π)/91418 weeks
52-1.75279 5.3169 (52*2π)/91418 weeks
53-4.47276 4.74336 (53*2π)/91417 weeks
54-3.0927 2.82227 (54*2π)/91417 weeks
55-2.61297 6.78867 (55*2π)/91417 weeks
56-7.3243 3.48147 (56*2π)/91416 weeks
57-9.58778 1.50383 (57*2π)/91416 weeks
58-5.11719 -4.78177 (58*2π)/91416 weeks
59-1.15767 -6.61031 (59*2π)/91415 weeks
601.88522 -2.9193 (60*2π)/91415 weeks
613.47231 -5.42433 (61*2π)/91415 weeks
624.13434 -2.97158 (62*2π)/91415 weeks
639.03158 -2.06471 (63*2π)/91415 weeks
647.63041 .38315 (64*2π)/91414 weeks
658.42845 3.99642 (65*2π)/91414 weeks
667.55329 .92984 (66*2π)/91414 weeks
679.53151 7.96811 (67*2π)/91414 weeks
685.02806 8.02399 (68*2π)/91413 weeks
692.54895 6.89316 (69*2π)/91413 weeks
702.3487 5.65294 (70*2π)/91413 weeks
712.36403 5.39599 (71*2π)/91413 weeks
721.63784 4.27403 (72*2π)/91413 weeks
732.91183 4.56106 (73*2π)/91413 weeks
743.66794 4.15638 (74*2π)/91412 weeks
752.10425 3.73137 (75*2π)/91412 weeks
762.23136 4.43046 (76*2π)/91412 weeks
773.77265 .88211 (77*2π)/91412 weeks
786.06678 5.00355 (78*2π)/91412 weeks
796.06368 5.75105 (79*2π)/91412 weeks
803.36057 5.53574 (80*2π)/91411 weeks
815.7766 6.20009 (81*2π)/91411 weeks
823.99402 7.98531 (82*2π)/91411 weeks
831.74477 9.16419 (83*2π)/91411 weeks
841.05309 7.11731 (84*2π)/91411 weeks
85.32432 6.80007 (85*2π)/91411 weeks
86.52175 5.71041 (86*2π)/91411 weeks
87.81214 7.69767 (87*2π)/91411 weeks
88-1.79365 6.37462 (88*2π)/91410 weeks
89-2.29356 3.55004 (89*2π)/91410 weeks
90.72035 2.9773 (90*2π)/91410 weeks
91-.28548 5.716 (91*2π)/91410 weeks
92-4.05411 4.21197 (92*2π)/91410 weeks
93-2.2518 .41831 (93*2π)/91410 weeks
94-.31172 .64922 (94*2π)/91410 weeks
95-1.06466 -.55998 (95*2π)/91410 weeks
96.00904 -2.21342 (96*2π)/91410 weeks
973.86077 -3.26398 (97*2π)/9149 weeks
984.14559 -2.2967 (98*2π)/9149 weeks
996.34033 -1.1209 (99*2π)/9149 weeks
1006.92611 -.64115 (100*2π)/9149 weeks
1018.82699 -.0832 (101*2π)/9149 weeks
10210.92083 1.49007 (102*2π)/9149 weeks
10311.16204 5.56605 (103*2π)/9149 weeks
1049.74435 7.66772 (104*2π)/9149 weeks
1057.94279 10.32887 (105*2π)/9149 weeks
1066.32752 9.19606 (106*2π)/9149 weeks
1075.48491 10.93793 (107*2π)/9149 weeks
1081.81248 11.26405 (108*2π)/9148 weeks
1091.42372 8.21388 (109*2π)/9148 weeks
1104.00348 8.59662 (110*2π)/9148 weeks
1111.61728 10.71472 (111*2π)/9148 weeks
112-.39034 10.09434 (112*2π)/9148 weeks
113-.90917 8.40031 (113*2π)/9148 weeks
114-.28262 10.1255 (114*2π)/9148 weeks
115-1.58047 8.163 (115*2π)/9148 weeks
116-4.51028 8.48905 (116*2π)/9148 weeks
117-2.95225 5.50392 (117*2π)/9148 weeks
118-3.41586 4.49632 (118*2π)/9148 weeks
119-.5838 5.99558 (119*2π)/9148 weeks
120-3.67734 6.45806 (120*2π)/9148 weeks
121-4.58083 5.99828 (121*2π)/9148 weeks
122-4.77936 1.36282 (122*2π)/9147 weeks
123-2.90811 3.56511 (123*2π)/9147 weeks
124-3.44586 1.89467 (124*2π)/9147 weeks
125-5.31577 -.08609 (125*2π)/9147 weeks
126.58221 -1.09167 (126*2π)/9147 weeks
127.06105 .19643 (127*2π)/9147 weeks
128.74458 1.6242 (128*2π)/9147 weeks
129.32117 -1.08704 (129*2π)/9147 weeks
1301.77997 2.77431 (130*2π)/9147 weeks
1312.82446 .9864 (131*2π)/9147 weeks
1321.10402 3.11407 (132*2π)/9147 weeks
1332.57813 2.55357 (133*2π)/9147 weeks
1341.7494 2.59264 (134*2π)/9147 weeks
1352.75777 5.86819 (135*2π)/9147 weeks
136.03896 4.49886 (136*2π)/9147 weeks
137-.31425 4.48481 (137*2π)/9147 weeks
1381.28397 2.92027 (138*2π)/9147 weeks
139-.06774 6.27464 (139*2π)/9147 weeks
140-1.29358 5.49184 (140*2π)/9147 weeks
141-2.74056 4.27635 (141*2π)/9146 weeks
142-1.64929 4.30038 (142*2π)/9146 weeks
143-4.01156 3.26407 (143*2π)/9146 weeks
144-3.11805 2.56171 (144*2π)/9146 weeks
145-3.23291 1.15892 (145*2π)/9146 weeks
146-3.33307 .65439 (146*2π)/9146 weeks
147-2.1692 -.68123 (147*2π)/9146 weeks
148-1.68078 -.49982 (148*2π)/9146 weeks
149-.05445 -.47394 (149*2π)/9146 weeks
150-1.29054 -.41091 (150*2π)/9146 weeks
151.22416 .36975 (151*2π)/9146 weeks
152.29782 -1.50467 (152*2π)/9146 weeks
153.19817 1.38152 (153*2π)/9146 weeks
154-.0587 -.80465 (154*2π)/9146 weeks
155-.04167 .22 (155*2π)/9146 weeks
156.87942 -.01589 (156*2π)/9146 weeks
157-.33552 -1.30819 (157*2π)/9146 weeks
1582.00117 -.63075 (158*2π)/9146 weeks
1591.72882 -.48347 (159*2π)/9146 weeks
1601.13521 .23577 (160*2π)/9146 weeks
1611.41119 -.6955 (161*2π)/9146 weeks
1621.57876 -.81026 (162*2π)/9146 weeks
1632.74985 -.90004 (163*2π)/9146 weeks
1643.21185 -1.02695 (164*2π)/9146 weeks
1654.40786 -.0145 (165*2π)/9146 weeks
1662.97042 .74712 (166*2π)/9146 weeks
1675.22302 -.35628 (167*2π)/9145 weeks
1686.20173 1.77473 (168*2π)/9145 weeks
1695.12157 4.84553 (169*2π)/9145 weeks
1702.889 4.0448 (170*2π)/9145 weeks
1712.44795 4.2597 (171*2π)/9145 weeks
1722.69567 4.17164 (172*2π)/9145 weeks
1731.0009 3.75001 (173*2π)/9145 weeks
1742.05234 3.28974 (174*2π)/9145 weeks
1752.76688 4.22676 (175*2π)/9145 weeks
1761.15767 5.59974 (176*2π)/9145 weeks
177.17512 5.2477 (177*2π)/9145 weeks
178-1.11634 4.90665 (178*2π)/9145 weeks
179-1.86218 4.52056 (179*2π)/9145 weeks
180-2.1369 2.9173 (180*2π)/9145 weeks
181-1.90366 2.16453 (181*2π)/9145 weeks
182-2.6941 1.28196 (182*2π)/9145 weeks
183-1.2815 .82331 (183*2π)/9145 weeks
184-.81076 1.04147 (184*2π)/9145 weeks
185-1.08677 1.02342 (185*2π)/9145 weeks
186-1.05449 .3249 (186*2π)/9145 weeks
187-1.45057 -.33903 (187*2π)/9145 weeks
188-.61593 .56112 (188*2π)/9145 weeks
189-1.04112 -1.222 (189*2π)/9145 weeks
190-.3355 -.77706 (190*2π)/9145 weeks
191.47004 -2.11678 (191*2π)/9145 weeks
1921.35489 -1.40002 (192*2π)/9145 weeks
1932.25449 -.22456 (193*2π)/9145 weeks
1941.46521 -.92123 (194*2π)/9145 weeks
1951.92197 -.30796 (195*2π)/9145 weeks
1962.68501 -.63106 (196*2π)/9145 weeks
1971.89123 .69861 (197*2π)/9145 weeks
1981.88555 -.2351 (198*2π)/9145 weeks
1992.32486 -.42473 (199*2π)/9145 weeks
2003.58558 -.43861 (200*2π)/9145 weeks
2012.83413 1.2946 (201*2π)/9145 weeks
2023.38114 .86687 (202*2π)/9145 weeks
2032.4475 .82447 (203*2π)/9145 weeks
2044.01524 1.43683 (204*2π)/9144 weeks
2052.74582 2.32368 (205*2π)/9144 weeks
2062.84411 2.20374 (206*2π)/9144 weeks
2073.09951 2.39027 (207*2π)/9144 weeks
2082.0021 3.424 (208*2π)/9144 weeks
2091.45065 2.82028 (209*2π)/9144 weeks
2101.59383 2.79063 (210*2π)/9144 weeks
2111.41852 3.53145 (211*2π)/9144 weeks
212-.14456 2.1226 (212*2π)/9144 weeks
2131.36951 3.17401 (213*2π)/9144 weeks
214-.01215 2.63187 (214*2π)/9144 weeks
215-.47918 3.32172 (215*2π)/9144 weeks
216-1.31912 1.17937 (216*2π)/9144 weeks
217-1.02038 1.74115 (217*2π)/9144 weeks
218-.84505 .53643 (218*2π)/9144 weeks
219-1.68269 .31273 (219*2π)/9144 weeks
220-.00517 .09689 (220*2π)/9144 weeks
221-1.15496 -1.21758 (221*2π)/9144 weeks
222-.20239 -1.71253 (222*2π)/9144 weeks
2231.33006 -2.28791 (223*2π)/9144 weeks
224.95527 -.91925 (224*2π)/9144 weeks
2252.34685 -2.36686 (225*2π)/9144 weeks
2262.03158 -1.6827 (226*2π)/9144 weeks
2273.99987 -1.21578 (227*2π)/9144 weeks
2282.80078 -1.25653 (228*2π)/9144 weeks
2294.54733 -.36073 (229*2π)/9144 weeks
2304.51797 -1.0682 (230*2π)/9144 weeks
2314.99062 1.59022 (231*2π)/9144 weeks
2324.69308 1.27719 (232*2π)/9144 weeks
2334.22246 1.63277 (233*2π)/9144 weeks
2345.22403 2.38399 (234*2π)/9144 weeks
2353.58639 3.54269 (235*2π)/9144 weeks
2363.62907 3.19064 (236*2π)/9144 weeks
2373.22105 3.47344 (237*2π)/9144 weeks
2383.0775 5.23581 (238*2π)/9144 weeks
2391.20266 4.06905 (239*2π)/9144 weeks
240.08478 4.38221 (240*2π)/9144 weeks
241.94976 1.848 (241*2π)/9144 weeks
2421.02642 3.49222 (242*2π)/9144 weeks
2431.00209 3.19532 (243*2π)/9144 weeks
244-.50854 2.31548 (244*2π)/9144 weeks
2451.31045 2.58926 (245*2π)/9144 weeks
246.48147 2.29648 (246*2π)/9144 weeks
247.21711 3.78978 (247*2π)/9144 weeks
248-.36719 2.1385 (248*2π)/9144 weeks
249-.57805 1.93682 (249*2π)/9144 weeks
250.09213 2.54685 (250*2π)/9144 weeks
251-1.40636 2.2121 (251*2π)/9144 weeks
252-1.18315 .9921 (252*2π)/9144 weeks
253-1.29325 .4905 (253*2π)/9144 weeks
254-.74786 .0035 (254*2π)/9144 weeks
255-.75898 -.10687 (255*2π)/9144 weeks
256-.3248 -.65183 (256*2π)/9144 weeks
257.5395 -1.52117 (257*2π)/9144 weeks
2581.09611 -.3595 (258*2π)/9144 weeks
259.47024 -.85984 (259*2π)/9144 weeks
2601.44494 -2.00982 (260*2π)/9144 weeks
2613.60307 -1.87827 (261*2π)/9144 weeks
2623.47418 .53121 (262*2π)/9143 weeks
2632.95443 .45201 (263*2π)/9143 weeks
2642.93583 .30167 (264*2π)/9143 weeks
2654.00804 .73644 (265*2π)/9143 weeks
2663.45552 1.76851 (266*2π)/9143 weeks
2673.02589 3.24745 (267*2π)/9143 weeks
2682.4766 1.61924 (268*2π)/9143 weeks
2692.63163 3.30042 (269*2π)/9143 weeks
2702.0859 2.97726 (270*2π)/9143 weeks
271.51544 3.12875 (271*2π)/9143 weeks
2721.71827 2.32417 (272*2π)/9143 weeks
2731.23621 2.74157 (273*2π)/9143 weeks
2741.16848 2.93037 (274*2π)/9143 weeks
2751.04101 3.74204 (275*2π)/9143 weeks
276-1.15103 3.48378 (276*2π)/9143 weeks
277-.90739 2.10618 (277*2π)/9143 weeks
278-.43925 1.95389 (278*2π)/9143 weeks
279-.9425 2.18844 (279*2π)/9143 weeks
280-1.9085 1.61383 (280*2π)/9143 weeks
281-1.15714 .46355 (281*2π)/9143 weeks
282-.96827 .28079 (282*2π)/9143 weeks
283-.92732 .9639 (283*2π)/9143 weeks
284-1.68237 -.71389 (284*2π)/9143 weeks
285-.94798 -.80547 (285*2π)/9143 weeks
286-.48368 -1.42746 (286*2π)/9143 weeks
287-.03679 -1.63453 (287*2π)/9143 weeks
288.08413 -1.89465 (288*2π)/9143 weeks
289.96264 -2.31622 (289*2π)/9143 weeks
2901.6125 -2.77209 (290*2π)/9143 weeks
2913.11929 -2.48707 (291*2π)/9143 weeks
2923.68251 -1.04119 (292*2π)/9143 weeks
2933.3887 -.88204 (293*2π)/9143 weeks
2943.58828 -.57256 (294*2π)/9143 weeks
2953.8901 -.10677 (295*2π)/9143 weeks
2963.6238 -.12134 (296*2π)/9143 weeks
2974.89013 -.28451 (297*2π)/9143 weeks
2984.91517 1.33379 (298*2π)/9143 weeks
2995.84407 1.80365 (299*2π)/9143 weeks
3004.58025 3.93028 (300*2π)/9143 weeks
3013.97561 3.93881 (301*2π)/9143 weeks
3023.71974 4.19282 (302*2π)/9143 weeks
3033.11233 5.67332 (303*2π)/9143 weeks
304.66745 5.53445 (304*2π)/9143 weeks
305.62369 5.0121 (305*2π)/9143 weeks
306.14117 4.41236 (306*2π)/9143 weeks
307-.96983 5.23621 (307*2π)/9143 weeks
308-1.77304 4.11646 (308*2π)/9143 weeks
309-2.6496 2.85123 (309*2π)/9143 weeks
310-1.76657 2.78774 (310*2π)/9143 weeks
311-2.69503 1.85541 (311*2π)/9143 weeks
312-3.00438 1.23953 (312*2π)/9143 weeks
313-2.62718 -.27686 (313*2π)/9143 weeks
314-1.73266 -.51593 (314*2π)/9143 weeks
315-.74807 -1.0133 (315*2π)/9143 weeks
316-1.10771 -.82031 (316*2π)/9143 weeks
317.03867 -.91249 (317*2π)/9143 weeks
318.10824 -.7629 (318*2π)/9143 weeks
319.42151 -.67752 (319*2π)/9143 weeks
320.61646 -.36766 (320*2π)/9143 weeks
321.47129 -.42096 (321*2π)/9143 weeks
322.14812 -.28025 (322*2π)/9143 weeks
3231.38895 -1.59136 (323*2π)/9143 weeks
3241.41902 .1774 (324*2π)/9143 weeks
325.38847 .28624 (325*2π)/9143 weeks
326.76292 -1.1951 (326*2π)/9143 weeks
3271.97899 -.38953 (327*2π)/9143 weeks
3281.61694 -.12429 (328*2π)/9143 weeks
3291.23348 .06904 (329*2π)/9143 weeks
3302.37117 -.1003 (330*2π)/9143 weeks
3311.2458 1.21721 (331*2π)/9143 weeks
3321.3179 .5312 (332*2π)/9143 weeks
333.95541 -.00489 (333*2π)/9143 weeks
3341.16324 1.18907 (334*2π)/9143 weeks
335.87756 .00085 (335*2π)/9143 weeks
336.64113 .45342 (336*2π)/9143 weeks
3371.34228 -.36262 (337*2π)/9143 weeks
338.62509 -.42229 (338*2π)/9143 weeks
3392.42989 .08906 (339*2π)/9143 weeks
3401.73388 .14723 (340*2π)/9143 weeks
3411.64271 .67964 (341*2π)/9143 weeks
3421.47821 -.03795 (342*2π)/9143 weeks
3432.16622 .80681 (343*2π)/9143 weeks
3442.60422 1.11861 (344*2π)/9143 weeks
3451.14087 1.88605 (345*2π)/9143 weeks
3461.56712 1.32831 (346*2π)/9143 weeks
347.46079 2.19783 (347*2π)/9143 weeks
348.54513 1.74278 (348*2π)/9143 weeks
349-.86339 1.25248 (349*2π)/9143 weeks
350-.68204 .6004 (350*2π)/9143 weeks
351-.24671 -1.0441 (351*2π)/9143 weeks
352-.18086 -.30535 (352*2π)/9143 weeks
3531.31375 -1.67546 (353*2π)/9143 weeks
354.783 -.94043 (354*2π)/9143 weeks
3552.36599 -.03229 (355*2π)/9143 weeks
3561.011 -.85392 (356*2π)/9143 weeks
3572.93553 .42395 (357*2π)/9143 weeks
3581.31639 -.30098 (358*2π)/9143 weeks
3592.33052 .63266 (359*2π)/9143 weeks
3602.443 .40453 (360*2π)/9143 weeks
3611.30233 1.51022 (361*2π)/9143 weeks
3621.7991 .78565 (362*2π)/9143 weeks
363.62976 .58285 (363*2π)/9143 weeks
3641.59622 1.34081 (364*2π)/9143 weeks
3651.1079 -.05455 (365*2π)/9143 weeks
3661.24758 1.2555 (366*2π)/9142 weeks
3671.13509 .04941 (367*2π)/9142 weeks
3681.27636 1.11826 (368*2π)/9142 weeks
3691.41909 1.23201 (369*2π)/9142 weeks
370-.15315 .47585 (370*2π)/9142 weeks
3711.51959 -.34343 (371*2π)/9142 weeks
3721.11216 .55304 (372*2π)/9142 weeks
373.97671 .66945 (373*2π)/9142 weeks
374.89892 -.70271 (374*2π)/9142 weeks
3751.98848 .30264 (375*2π)/9142 weeks
3762.19955 .37181 (376*2π)/9142 weeks
3771.45939 .96313 (377*2π)/9142 weeks
3782.01469 .58242 (378*2π)/9142 weeks
3791.75079 1.28747 (379*2π)/9142 weeks
3801.29279 1.58185 (380*2π)/9142 weeks
3811.12329 .48267 (381*2π)/9142 weeks
3821.19241 1.37396 (382*2π)/9142 weeks
3831.67522 .98096 (383*2π)/9142 weeks
3841.23035 1.78777 (384*2π)/9142 weeks
385.57084 1.95125 (385*2π)/9142 weeks
386.1682 1.10392 (386*2π)/9142 weeks
387.67474 .64412 (387*2π)/9142 weeks
388.62011 1.13556 (388*2π)/9142 weeks
389.29649 .88011 (389*2π)/9142 weeks
390.19952 1.21636 (390*2π)/9142 weeks
391.12499 -.2365 (391*2π)/9142 weeks
3921.63518 .41651 (392*2π)/9142 weeks
393.65097 2.19039 (393*2π)/9142 weeks
394-.2767 .78756 (394*2π)/9142 weeks
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802-.39034 -10.09434 (802*2π)/9141 weeks
8031.61728 -10.71472 (803*2π)/9141 weeks
8044.00348 -8.59662 (804*2π)/9141 weeks
8051.42372 -8.21388 (805*2π)/9141 weeks
8061.81248 -11.26405 (806*2π)/9141 weeks
8075.48491 -10.93793 (807*2π)/9141 weeks
8086.32752 -9.19606 (808*2π)/9141 weeks
8097.94279 -10.32887 (809*2π)/9141 weeks
8109.74435 -7.66772 (810*2π)/9141 weeks
81111.16204 -5.56605 (811*2π)/9141 weeks
81210.92083 -1.49007 (812*2π)/9141 weeks
8138.82699 .0832 (813*2π)/9141 weeks
8146.92611 .64115 (814*2π)/9141 weeks
8156.34033 1.1209 (815*2π)/9141 weeks
8164.14559 2.2967 (816*2π)/9141 weeks
8173.86077 3.26398 (817*2π)/9141 weeks
818.00904 2.21342 (818*2π)/9141 weeks
819-1.06466 .55998 (819*2π)/9141 weeks
820-.31172 -.64922 (820*2π)/9141 weeks
821-2.2518 -.41831 (821*2π)/9141 weeks
822-4.05411 -4.21197 (822*2π)/9141 weeks
823-.28548 -5.716 (823*2π)/9141 weeks
824.72035 -2.9773 (824*2π)/9141 weeks
825-2.29356 -3.55004 (825*2π)/9141 weeks
826-1.79365 -6.37462 (826*2π)/9141 weeks
827.81214 -7.69767 (827*2π)/9141 weeks
828.52175 -5.71041 (828*2π)/9141 weeks
829.32432 -6.80007 (829*2π)/9141 weeks
8301.05309 -7.11731 (830*2π)/9141 weeks
8311.74477 -9.16419 (831*2π)/9141 weeks
8323.99402 -7.98531 (832*2π)/9141 weeks
8335.7766 -6.20009 (833*2π)/9141 weeks
8343.36057 -5.53574 (834*2π)/9141 weeks
8356.06368 -5.75105 (835*2π)/9141 weeks
8366.06678 -5.00355 (836*2π)/9141 weeks
8373.77265 -.88211 (837*2π)/9141 weeks
8382.23136 -4.43046 (838*2π)/9141 weeks
8392.10425 -3.73137 (839*2π)/9141 weeks
8403.66794 -4.15638 (840*2π)/9141 weeks
8412.91183 -4.56106 (841*2π)/9141 weeks
8421.63784 -4.27403 (842*2π)/9141 weeks
8432.36403 -5.39599 (843*2π)/9141 weeks
8442.3487 -5.65294 (844*2π)/9141 weeks
8452.54895 -6.89316 (845*2π)/9141 weeks
8465.02806 -8.02399 (846*2π)/9141 weeks
8479.53151 -7.96811 (847*2π)/9141 weeks
8487.55329 -.92984 (848*2π)/9141 weeks
8498.42845 -3.99642 (849*2π)/9141 weeks
8507.63041 -.38315 (850*2π)/9141 weeks
8519.03158 2.06471 (851*2π)/9141 weeks
8524.13434 2.97158 (852*2π)/9141 weeks
8533.47231 5.42433 (853*2π)/9141 weeks
8541.88522 2.9193 (854*2π)/9141 weeks
855-1.15767 6.61031 (855*2π)/9141 weeks
856-5.11719 4.78177 (856*2π)/9141 weeks
857-9.58778 -1.50383 (857*2π)/9141 weeks
858-7.3243 -3.48147 (858*2π)/9141 weeks
859-2.61297 -6.78867 (859*2π)/9141 weeks
860-3.0927 -2.82227 (860*2π)/9141 weeks
861-4.47276 -4.74336 (861*2π)/9141 weeks
862-1.75279 -5.3169 (862*2π)/9141 weeks
863-3.24407 -4.17532 (863*2π)/9141 weeks
864-5.77677 -2.51146 (864*2π)/9141 weeks
865-7.42378 -8.40247 (865*2π)/9141 weeks
866-4.3757 -7.91288 (866*2π)/9141 weeks
867-2.12848 -7.15011 (867*2π)/9141 weeks
868-6.8605 -6.50196 (868*2π)/9141 weeks
869-6.99383 -9.05495 (869*2π)/9141 weeks
870-6.45105 -7.17887 (870*2π)/9141 weeks
871-9.76733 -13.46411 (871*2π)/9141 weeks
872-8.24607 -12.75495 (872*2π)/9141 weeks
873-8.37001 -17.20267 (873*2π)/9141 weeks
874-8.45007 -21.94102 (874*2π)/9141 weeks
875-1.18994 -23.03277 (875*2π)/9141 weeks
876-.47684 -25.54873 (876*2π)/9141 weeks
8776.13959 -23.97449 (877*2π)/9141 weeks
87810.77741 -23.47693 (878*2π)/9141 weeks
87910.30341 -16.65403 (879*2π)/9141 weeks
88012.52897 -14.89131 (880*2π)/9141 weeks
8818.69746 -15.98054 (881*2π)/9141 weeks
8829.9988 -13.57279 (882*2π)/9141 weeks
88312.91769 -11.16442 (883*2π)/9141 weeks
8848.37435 -10.66203 (884*2π)/9141 weeks
8859.07535 -17.68005 (885*2π)/9141 weeks
88617.1333 -6.56684 (886*2π)/9141 weeks
8876.74388 -5.54999 (887*2π)/9141 weeks
8887.38652 -11.86452 (888*2π)/9141 weeks
88921.22399 -10.83736 (889*2π)/9141 weeks
89013.30462 7.35367 (890*2π)/9141 weeks
8915.3072 8.2459 (891*2π)/9141 weeks
892-6.02966 6.67033 (892*2π)/9141 weeks
893-7.96195 5.57825 (893*2π)/9141 weeks
894-21.71606 -7.33479 (894*2π)/9141 weeks
895-12.84596 -6.76185 (895*2π)/9141 weeks
896-20.4207 -14.24872 (896*2π)/9141 weeks
897-18.2442 -20.7726 (897*2π)/9141 weeks
898-8.13796 -25.44631 (898*2π)/9141 weeks
899-21.1353 -17.12082 (899*2π)/9141 weeks
900-25.39806 -18.43378 (900*2π)/9141 weeks
901-34.82116 -54.53131 (901*2π)/9141 weeks
902-18.12157 -42.08242 (902*2π)/9141 weeks
903-20.6778 -62.28671 (903*2π)/9141 weeks
904-27.04531 -69.04762 (904*2π)/9141 weeks
9059.43784 -96.37228 (905*2π)/9141 weeks
90613.11394 -76.21172 (906*2π)/9141 weeks
90720.99931 -79.54783 (907*2π)/9141 weeks
908-1.35061 -91.22682 (908*2π)/9141 weeks
90940.49236 -135.4922 (909*2π)/9141 weeks
91061.67603 -148.3022 (910*2π)/9141 weeks
911135.1917 -114.2649 (911*2π)/9141 weeks
912118.3602 -91.8061 (912*2π)/9141 weeks



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