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Fourier Analysis of CRDS (Crossroads Systems, Inc.)


CRDS (Crossroads Systems, Inc.) appears to have interesting cyclic behaviour every 90 weeks (403.1481*sine), 82 weeks (386.3326*sine), and 47 weeks (152.7566*cosine).

CRDS (Crossroads Systems, Inc.) has an average price of 383.62 (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 10/21/1999 to 1/17/2017 for CRDS (Crossroads Systems, Inc.), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0383.6168   0 
1601.2222 134.7593 (1*2π)/900900 weeks
2528.2053 196.9284 (2*2π)/900450 weeks
3507.9061 260.2686 (3*2π)/900300 weeks
4449.4044 281.6863 (4*2π)/900225 weeks
5382.6582 344.3162 (5*2π)/900180 weeks
6329.0218 352.1146 (6*2π)/900150 weeks
7300.9977 349.192 (7*2π)/900129 weeks
8260.9026 376.555 (8*2π)/900113 weeks
9207.2762 397.5009 (9*2π)/900100 weeks
10144.2078 403.1481 (10*2π)/90090 weeks
1190.30472 386.3326 (11*2π)/90082 weeks
1254.20935 370.4283 (12*2π)/90075 weeks
1316.39356 355.9474 (13*2π)/90069 weeks
14-22.54799 340.1777 (14*2π)/90064 weeks
15-56.24485 314.1518 (15*2π)/90060 weeks
16-85.36068 290.8951 (16*2π)/90056 weeks
17-117.1114 260.011 (17*2π)/90053 weeks
18-137.8755 222.9186 (18*2π)/90050 weeks
19-152.7566 177.6794 (19*2π)/90047 weeks
20-145.8926 135.1996 (20*2π)/90045 weeks
21-140.4146 114.3747 (21*2π)/90043 weeks
22-134.5735 87.7386 (22*2π)/90041 weeks
23-124.8548 66.01331 (23*2π)/90039 weeks
24-119.8337 50.36876 (24*2π)/90038 weeks
25-110.8311 30.26476 (25*2π)/90036 weeks
26-102.6645 11.06077 (26*2π)/90035 weeks
27-89.20433 -2.79171 (27*2π)/90033 weeks
28-70.34427 -16.6634 (28*2π)/90032 weeks
29-53.52057 -29.68672 (29*2π)/90031 weeks
30-38.5154 -31.56259 (30*2π)/90030 weeks
31-24.25176 -33.61459 (31*2π)/90029 weeks
32-10.11318 -31.62833 (32*2π)/90028 weeks
33-.3699 -30.22815 (33*2π)/90027 weeks
348.87119 -28.18042 (34*2π)/90026 weeks
3515.57064 -26.60067 (35*2π)/90026 weeks
3624.43049 -25.96195 (36*2π)/90025 weeks
3732.81994 -23.01238 (37*2π)/90024 weeks
3839.92508 -18.26435 (38*2π)/90024 weeks
3949.43923 -13.17911 (39*2π)/90023 weeks
4053.32775 -6.61113 (40*2π)/90023 weeks
4157.5489 -.42392 (41*2π)/90022 weeks
4258.89994 3.81831 (42*2π)/90021 weeks
4360.85388 10.89182 (43*2π)/90021 weeks
4462.23052 16.2312 (44*2π)/90020 weeks
4562.96974 19.50231 (45*2π)/90020 weeks
4663.04381 23.65368 (46*2π)/90020 weeks
4766.50024 27.57343 (47*2π)/90019 weeks
4866.76549 29.60492 (48*2π)/90019 weeks
4968.8299 36.99253 (49*2π)/90018 weeks
5070.0918 43.25465 (50*2π)/90018 weeks
5170.59755 47.67137 (51*2π)/90018 weeks
5270.19069 54.34399 (52*2π)/90017 weeks
5370.63004 65.01582 (53*2π)/90017 weeks
5468.0777 73.83429 (54*2π)/90017 weeks
5560.30207 83.00361 (55*2π)/90016 weeks
5650.94522 90.43762 (56*2π)/90016 weeks
5742.01134 94.29194 (57*2π)/90016 weeks
5830.86016 95.92963 (58*2π)/90016 weeks
5922.81458 96.49226 (59*2π)/90015 weeks
6014.98029 96.40928 (60*2π)/90015 weeks
618.13227 92.42115 (61*2π)/90015 weeks
62.48323 92.85713 (62*2π)/90015 weeks
63-4.74496 91.06414 (63*2π)/90014 weeks
64-13.19913 89.32963 (64*2π)/90014 weeks
65-22.30243 85.66584 (65*2π)/90014 weeks
66-27.83885 79.89419 (66*2π)/90014 weeks
67-34.07544 72.75005 (67*2π)/90013 weeks
68-39.39808 67.21574 (68*2π)/90013 weeks
69-43.03634 59.56725 (69*2π)/90013 weeks
70-46.95746 50.74994 (70*2π)/90013 weeks
71-48.55028 43.05807 (71*2π)/90013 weeks
72-47.43363 34.3483 (72*2π)/90013 weeks
73-46.26559 26.02901 (73*2π)/90012 weeks
74-44.35801 19.23309 (74*2π)/90012 weeks
75-40.34858 11.42465 (75*2π)/90012 weeks
76-34.15735 6.14314 (76*2π)/90012 weeks
77-28.61232 4.14839 (77*2π)/90012 weeks
78-24.25495 3.4535 (78*2π)/90012 weeks
79-21.91668 1.37513 (79*2π)/90011 weeks
80-17.53223 .0342 (80*2π)/90011 weeks
81-15.01372 -.60033 (81*2π)/90011 weeks
82-13.58793 -.71529 (82*2π)/90011 weeks
83-12.49488 -2.73871 (83*2π)/90011 weeks
84-9.84496 -4.9147 (84*2π)/90011 weeks
85-6.0246 -5.36533 (85*2π)/90011 weeks
86-4.92987 -6.24498 (86*2π)/90010 weeks
87-2.3421 -9.47965 (87*2π)/90010 weeks
881.77635 -11.15984 (88*2π)/90010 weeks
896.74355 -10.99065 (89*2π)/90010 weeks
9012.271 -8.8135 (90*2π)/90010 weeks
9115.13141 -6.79623 (91*2π)/90010 weeks
9217.75357 -5.60086 (92*2π)/90010 weeks
9321.11227 -3.25837 (93*2π)/90010 weeks
9423.03048 .23956 (94*2π)/90010 weeks
9523.52849 2.26265 (95*2π)/9009 weeks
9624.58345 4.83028 (96*2π)/9009 weeks
9727.01811 6.6702 (97*2π)/9009 weeks
9828.77198 10.78901 (98*2π)/9009 weeks
9927.85647 14.72141 (99*2π)/9009 weeks
10028.03178 18.32449 (100*2π)/9009 weeks
10125.78949 21.01135 (101*2π)/9009 weeks
10223.59698 24.61753 (102*2π)/9009 weeks
10320.23503 26.52591 (103*2π)/9009 weeks
10415.78514 26.80723 (104*2π)/9009 weeks
10512.82494 24.74127 (105*2π)/9009 weeks
10613.42779 23.27958 (106*2π)/9008 weeks
10712.28066 23.52628 (107*2π)/9008 weeks
10812.56851 23.67671 (108*2π)/9008 weeks
10911.68321 23.8488 (109*2π)/9008 weeks
11010.46365 23.34488 (110*2π)/9008 weeks
1119.98955 23.68123 (111*2π)/9008 weeks
11210.0966 24.31251 (112*2π)/9008 weeks
1137.81701 24.41807 (113*2π)/9008 weeks
1145.83785 22.53742 (114*2π)/9008 weeks
1156.32083 22.47569 (115*2π)/9008 weeks
1166.77667 20.91327 (116*2π)/9008 weeks
1176.9346 21.43049 (117*2π)/9008 weeks
1185.08063 21.4033 (118*2π)/9008 weeks
1196.29695 20.51889 (119*2π)/9008 weeks
1207.11796 20.62828 (120*2π)/9008 weeks
1217.31496 21.91269 (121*2π)/9007 weeks
1226.0915 22.60132 (122*2π)/9007 weeks
1235.14136 24.2931 (123*2π)/9007 weeks
1243.13523 25.09578 (124*2π)/9007 weeks
1251.08233 24.6604 (125*2π)/9007 weeks
126-.73756 24.16373 (126*2π)/9007 weeks
127-2.39637 22.4861 (127*2π)/9007 weeks
128-3.37082 20.38348 (128*2π)/9007 weeks
129-3.49912 18.43542 (129*2π)/9007 weeks
130-3.0056 18.78412 (130*2π)/9007 weeks
131-2.83751 18.55119 (131*2π)/9007 weeks
132-3.88682 18.32592 (132*2π)/9007 weeks
133-5.51417 17.57041 (133*2π)/9007 weeks
134-5.50392 17.17424 (134*2π)/9007 weeks
135-7.06207 16.67318 (135*2π)/9007 weeks
136-8.91802 15.77519 (136*2π)/9007 weeks
137-10.01097 13.20045 (137*2π)/9007 weeks
138-10.17631 11.71261 (138*2π)/9007 weeks
139-11.4124 10.45319 (139*2π)/9006 weeks
140-13.52084 8.03194 (140*2π)/9006 weeks
141-13.60038 4.8584 (141*2π)/9006 weeks
142-13.2587 1.10059 (142*2π)/9006 weeks
143-11.84892 -1.03756 (143*2π)/9006 weeks
144-11.36938 -4.47407 (144*2π)/9006 weeks
145-10.41354 -7.54724 (145*2π)/9006 weeks
146-7.85536 -10.37809 (146*2π)/9006 weeks
147-4.52156 -12.79257 (147*2π)/9006 weeks
148-1.8919 -15.20844 (148*2π)/9006 weeks
1492.09223 -16.20701 (149*2π)/9006 weeks
1506.86573 -18.12953 (150*2π)/9006 weeks
15110.76902 -17.32642 (151*2π)/9006 weeks
15214.07195 -15.31204 (152*2π)/9006 weeks
15317.30821 -14.78007 (153*2π)/9006 weeks
15419.75594 -13.978 (154*2π)/9006 weeks
15523.07499 -12.183 (155*2π)/9006 weeks
15626.08555 -9.96374 (156*2π)/9006 weeks
15728.20727 -7.75632 (157*2π)/9006 weeks
15830.12815 -5.44849 (158*2π)/9006 weeks
15932.76437 -2.5936 (159*2π)/9006 weeks
16034.76255 1.06574 (160*2π)/9006 weeks
16136.36989 4.68402 (161*2π)/9006 weeks
16236.94287 9.49649 (162*2π)/9006 weeks
16336.67722 13.99619 (163*2π)/9006 weeks
16434.9846 18.20307 (164*2π)/9005 weeks
16534.08807 22.12932 (165*2π)/9005 weeks
16631.391 26.082 (166*2π)/9005 weeks
16727.25601 29.18046 (167*2π)/9005 weeks
16823.85027 31.74087 (168*2π)/9005 weeks
16919.56797 32.06158 (169*2π)/9005 weeks
17016.44256 32.64001 (170*2π)/9005 weeks
17113.09229 34.07805 (171*2π)/9005 weeks
1729.23289 33.66977 (172*2π)/9005 weeks
1734.92223 32.54754 (173*2π)/9005 weeks
1742.32956 30.2389 (174*2π)/9005 weeks
175.31617 28.32314 (175*2π)/9005 weeks
176-1.77453 26.62272 (176*2π)/9005 weeks
177-3.55747 24.9374 (177*2π)/9005 weeks
178-4.94769 21.72175 (178*2π)/9005 weeks
179-5.20916 19.50554 (179*2π)/9005 weeks
180-4.92858 17.99246 (180*2π)/9005 weeks
181-5.92013 16.89535 (181*2π)/9005 weeks
182-6.45595 14.28599 (182*2π)/9005 weeks
183-5.8644 11.70276 (183*2π)/9005 weeks
184-4.4089 10.40532 (184*2π)/9005 weeks
185-3.51504 9.44417 (185*2π)/9005 weeks
186-3.05468 7.85931 (186*2π)/9005 weeks
187-1.25529 6.69698 (187*2π)/9005 weeks
188.76354 6.82205 (188*2π)/9005 weeks
1891.61412 8.30375 (189*2π)/9005 weeks
190.91384 9.08808 (190*2π)/9005 weeks
1911.45981 8.27972 (191*2π)/9005 weeks
1921.26913 8.98057 (192*2π)/9005 weeks
1931.69576 9.61281 (193*2π)/9005 weeks
1941.03033 9.59593 (194*2π)/9005 weeks
195.34768 9.51462 (195*2π)/9005 weeks
196.24791 10.09452 (196*2π)/9005 weeks
197-.20667 10.8604 (197*2π)/9005 weeks
198-3.30036 10.88859 (198*2π)/9005 weeks
199-4.74474 9.9923 (199*2π)/9005 weeks
200-6.15102 7.31034 (200*2π)/9005 weeks
201-6.25804 4.93499 (201*2π)/9004 weeks
202-6.47577 3.05463 (202*2π)/9004 weeks
203-6.45104 1.67862 (203*2π)/9004 weeks
204-6.00476 -.81748 (204*2π)/9004 weeks
205-5.32641 -2.44592 (205*2π)/9004 weeks
206-3.82998 -4.87763 (206*2π)/9004 weeks
207-2.0677 -6.08067 (207*2π)/9004 weeks
208-.98486 -8.18273 (208*2π)/9004 weeks
2091.96455 -9.35121 (209*2π)/9004 weeks
2104.66243 -10.23008 (210*2π)/9004 weeks
2117.24183 -9.34336 (211*2π)/9004 weeks
2129.15846 -8.96343 (212*2π)/9004 weeks
21311.70552 -8.70166 (213*2π)/9004 weeks
21413.6682 -8.26228 (214*2π)/9004 weeks
21516.27982 -5.78343 (215*2π)/9004 weeks
21617.70731 -4.22743 (216*2π)/9004 weeks
21718.58389 -2.24713 (217*2π)/9004 weeks
21819.17017 .06836 (218*2π)/9004 weeks
21920.01161 2.01165 (219*2π)/9004 weeks
22019.0884 4.252 (220*2π)/9004 weeks
22118.43805 5.91601 (221*2π)/9004 weeks
22217.924 6.92238 (222*2π)/9004 weeks
22317.39439 8.08343 (223*2π)/9004 weeks
22416.9348 8.79893 (224*2π)/9004 weeks
22516.27922 10.12418 (225*2π)/9004 weeks
22615.60988 11.19389 (226*2π)/9004 weeks
22714.51243 12.03908 (227*2π)/9004 weeks
22813.74785 12.90945 (228*2π)/9004 weeks
22912.82047 13.30881 (229*2π)/9004 weeks
23011.8426 14.14116 (230*2π)/9004 weeks
23110.64474 14.38787 (231*2π)/9004 weeks
2329.84434 14.67787 (232*2π)/9004 weeks
2338.31896 15.0866 (233*2π)/9004 weeks
2347.75956 15.50097 (234*2π)/9004 weeks
2356.46901 15.30305 (235*2π)/9004 weeks
2364.74417 15.76294 (236*2π)/9004 weeks
2373.68028 15.45796 (237*2π)/9004 weeks
2382.35915 14.48028 (238*2π)/9004 weeks
239.99264 13.44978 (239*2π)/9004 weeks
2401.52268 13.04418 (240*2π)/9004 weeks
241.12781 12.69905 (241*2π)/9004 weeks
242-.41352 12.90798 (242*2π)/9004 weeks
243-1.75934 12.93427 (243*2π)/9004 weeks
244-3.34463 12.5339 (244*2π)/9004 weeks
245-5.26522 11.90499 (245*2π)/9004 weeks
246-7.30131 10.23122 (246*2π)/9004 weeks
247-8.84925 7.39057 (247*2π)/9004 weeks
248-9.14057 5.11585 (248*2π)/9004 weeks
249-9.62039 3.24857 (249*2π)/9004 weeks
250-9.76819 .53097 (250*2π)/9004 weeks
251-9.02097 -2.12091 (251*2π)/9004 weeks
252-8.09947 -3.88909 (252*2π)/9004 weeks
253-6.83512 -5.7565 (253*2π)/9004 weeks
254-6.36994 -7.40702 (254*2π)/9004 weeks
255-4.91861 -9.07097 (255*2π)/9004 weeks
256-3.93166 -10.46363 (256*2π)/9004 weeks
257-2.84405 -12.13347 (257*2π)/9004 weeks
258-1.50178 -13.6844 (258*2π)/9003 weeks
259.61158 -15.98144 (259*2π)/9003 weeks
2602.90235 -18.01658 (260*2π)/9003 weeks
2615.90551 -19.04996 (261*2π)/9003 weeks
2629.57711 -19.56667 (262*2π)/9003 weeks
26313.05997 -19.60211 (263*2π)/9003 weeks
26416.05356 -18.81202 (264*2π)/9003 weeks
26519.28689 -17.4328 (265*2π)/9003 weeks
26621.79811 -16.15133 (266*2π)/9003 weeks
26724.09659 -14.72742 (267*2π)/9003 weeks
26827.22693 -13.04177 (268*2π)/9003 weeks
26929.54983 -10.19782 (269*2π)/9003 weeks
27030.97511 -7.25486 (270*2π)/9003 weeks
27132.44935 -4.42182 (271*2π)/9003 weeks
27233.68956 -1.77481 (272*2π)/9003 weeks
27334.38473 1.68831 (273*2π)/9003 weeks
27435.39176 5.38195 (274*2π)/9003 weeks
27534.67732 9.40275 (275*2π)/9003 weeks
27633.91246 12.9656 (276*2π)/9003 weeks
27731.86403 16.55801 (277*2π)/9003 weeks
27829.46736 19.54114 (278*2π)/9003 weeks
27927.40256 22.06523 (279*2π)/9003 weeks
28024.20514 24.28398 (280*2π)/9003 weeks
28121.12715 25.66627 (281*2π)/9003 weeks
28217.996 26.08038 (282*2π)/9003 weeks
28315.0389 26.9469 (283*2π)/9003 weeks
28412.07294 27.42998 (284*2π)/9003 weeks
2858.53905 27.23679 (285*2π)/9003 weeks
2865.45038 25.69634 (286*2π)/9003 weeks
2873.71227 24.37208 (287*2π)/9003 weeks
2881.50852 23.05998 (288*2π)/9003 weeks
289-.15487 21.28013 (289*2π)/9003 weeks
290-1.90722 19.91386 (290*2π)/9003 weeks
291-3.1505 17.69923 (291*2π)/9003 weeks
292-3.97319 15.79138 (292*2π)/9003 weeks
293-4.12733 14.07575 (293*2π)/9003 weeks
294-4.8176 11.99386 (294*2π)/9003 weeks
295-4.48897 9.74163 (295*2π)/9003 weeks
296-2.91681 8.33295 (296*2π)/9003 weeks
297-2.38396 7.84706 (297*2π)/9003 weeks
298-1.90667 7.88798 (298*2π)/9003 weeks
299-1.87655 7.03791 (299*2π)/9003 weeks
300-1.37047 7.07162 (300*2π)/9003 weeks
301-1.54224 6.81283 (301*2π)/9003 weeks
302-1.6321 6.31947 (302*2π)/9003 weeks
303-1.59421 5.80045 (303*2π)/9003 weeks
304-1.25246 5.67896 (304*2π)/9003 weeks
305-1.65915 5.449 (305*2π)/9003 weeks
306-1.9236 5.91022 (306*2π)/9003 weeks
307-2.98989 5.0466 (307*2π)/9003 weeks
308-3.99415 5.07204 (308*2π)/9003 weeks
309-5.11604 3.53366 (309*2π)/9003 weeks
310-5.8028 1.20404 (310*2π)/9003 weeks
311-5.16064 -.56831 (311*2π)/9003 weeks
312-4.47422 -1.71894 (312*2π)/9003 weeks
313-3.95759 -3.11125 (313*2π)/9003 weeks
314-3.7179 -4.31899 (314*2π)/9003 weeks
315-2.60253 -5.61474 (315*2π)/9003 weeks
316-1.8273 -6.98126 (316*2π)/9003 weeks
317-.64759 -8.12188 (317*2π)/9003 weeks
318.54942 -9.22717 (318*2π)/9003 weeks
3192.50184 -10.15584 (319*2π)/9003 weeks
3204.52553 -11.04851 (320*2π)/9003 weeks
3216.34433 -10.76888 (321*2π)/9003 weeks
3227.96823 -10.78024 (322*2π)/9003 weeks
3239.76848 -10.61014 (323*2π)/9003 weeks
32411.19756 -10.46949 (324*2π)/9003 weeks
32513.25297 -9.75738 (325*2π)/9003 weeks
32615.46443 -9.02665 (326*2π)/9003 weeks
32716.89241 -7.63023 (327*2π)/9003 weeks
32818.59585 -5.7465 (328*2π)/9003 weeks
32919.63593 -3.45451 (329*2π)/9003 weeks
33019.93389 -1.13904 (330*2π)/9003 weeks
33119.51064 .65952 (331*2π)/9003 weeks
33219.49813 2.36577 (332*2π)/9003 weeks
33319.2601 4.04546 (333*2π)/9003 weeks
33418.6346 5.89523 (334*2π)/9003 weeks
33517.53271 6.26828 (335*2π)/9003 weeks
33617.28241 7.73004 (336*2π)/9003 weeks
33716.5708 9.74605 (337*2π)/9003 weeks
33814.60849 11.21478 (338*2π)/9003 weeks
33912.81583 11.92163 (339*2π)/9003 weeks
34011.05942 11.79581 (340*2π)/9003 weeks
3419.20348 11.83448 (341*2π)/9003 weeks
3428.17648 11.51154 (342*2π)/9003 weeks
3437.09626 10.7989 (343*2π)/9003 weeks
3445.70817 10.17142 (344*2π)/9003 weeks
3455.40858 9.3202 (345*2π)/9003 weeks
3465.04805 9.02586 (346*2π)/9003 weeks
3474.58334 8.91701 (347*2π)/9003 weeks
3483.59987 8.53336 (348*2π)/9003 weeks
3492.97468 8.07065 (349*2π)/9003 weeks
3502.47639 7.48478 (350*2π)/9003 weeks
3511.65156 7.06456 (351*2π)/9003 weeks
352.84915 6.37997 (352*2π)/9003 weeks
353.15893 5.16523 (353*2π)/9003 weeks
354-.35125 3.96213 (354*2π)/9003 weeks
355-.87875 2.7593 (355*2π)/9003 weeks
356-.75199 .99855 (356*2π)/9003 weeks
357-.25865 -.58501 (357*2π)/9003 weeks
358.26254 -2.03454 (358*2π)/9003 weeks
3591.6092 -3.25688 (359*2π)/9003 weeks
3602.92514 -4.05715 (360*2π)/9003 weeks
3613.99216 -4.35499 (361*2π)/9002 weeks
3624.90005 -4.74017 (362*2π)/9002 weeks
3636.10253 -5.60041 (363*2π)/9002 weeks
3648.25759 -5.50012 (364*2π)/9002 weeks
3659.70277 -5.31397 (365*2π)/9002 weeks
36610.56843 -4.14191 (366*2π)/9002 weeks
36711.78 -3.37065 (367*2π)/9002 weeks
36812.59564 -2.37039 (368*2π)/9002 weeks
36913.40927 -1.21439 (369*2π)/9002 weeks
37013.23774 .36387 (370*2π)/9002 weeks
37112.80787 .83365 (371*2π)/9002 weeks
37212.70603 1.2079 (372*2π)/9002 weeks
37312.92802 1.79692 (373*2π)/9002 weeks
37412.62078 2.68925 (374*2π)/9002 weeks
37512.58216 3.112 (375*2π)/9002 weeks
37612.2979 3.32262 (376*2π)/9002 weeks
37712.3719 3.61017 (377*2π)/9002 weeks
37812.52183 4.37521 (378*2π)/9002 weeks
37912.32026 5.02907 (379*2π)/9002 weeks
38011.69564 5.43795 (380*2π)/9002 weeks
38111.77619 5.45681 (381*2π)/9002 weeks
38211.97911 6.04736 (382*2π)/9002 weeks
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769-2.83751 -18.55119 (769*2π)/9001 weeks
770-3.0056 -18.78412 (770*2π)/9001 weeks
771-3.49912 -18.43542 (771*2π)/9001 weeks
772-3.37082 -20.38348 (772*2π)/9001 weeks
773-2.39637 -22.4861 (773*2π)/9001 weeks
774-.73756 -24.16373 (774*2π)/9001 weeks
7751.08233 -24.6604 (775*2π)/9001 weeks
7763.13523 -25.09578 (776*2π)/9001 weeks
7775.14136 -24.2931 (777*2π)/9001 weeks
7786.0915 -22.60132 (778*2π)/9001 weeks
7797.31496 -21.91269 (779*2π)/9001 weeks
7807.11796 -20.62828 (780*2π)/9001 weeks
7816.29695 -20.51889