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# Fourier Analysis of CBIS (Cannabis Science Inc)

CBIS (Cannabis Science Inc) appears to have interesting cyclic behaviour every 63 weeks (54.4721*sine), 68 weeks (48.1555*sine), and 73 weeks (38.0844*cosine).

CBIS (Cannabis Science Inc) has an average price of 159.49 (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.

## Fourier Analysis

Using data from 1/3/2000 to 3/12/2018 for CBIS (Cannabis Science Inc), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0159.4879   0
1195.1398 178.5192 (1*2π)/950950 weeks
261.77531 146.64 (2*2π)/950475 weeks
355.2618 120.1889 (3*2π)/950317 weeks
47.46552 146.0457 (4*2π)/950238 weeks
5-60.34136 104.1828 (5*2π)/950190 weeks
6-68.73617 42.01666 (6*2π)/950158 weeks
7-54.09813 1.01671 (7*2π)/950136 weeks
8-19.67069 -28.72015 (8*2π)/950119 weeks
921.77912 -17.77742 (9*2π)/950106 weeks
1024.07754 8.02923 (10*2π)/95095 weeks
1118.96629 6.1964 (11*2π)/95086 weeks
1232.74206 9.18866 (12*2π)/95079 weeks
1338.08438 28.56273 (13*2π)/95073 weeks
1427.44529 48.15547 (14*2π)/95068 weeks
153.18494 54.4721 (15*2π)/95063 weeks
16-12.12073 39.88931 (16*2π)/95059 weeks
17-10.38129 32.0956 (17*2π)/95056 weeks
18-16.86627 30.30397 (18*2π)/95053 weeks
19-19.14392 18.03675 (19*2π)/95050 weeks
20-11.73252 14.50425 (20*2π)/95048 weeks
21-12.1173 16.50558 (21*2π)/95045 weeks
22-13.67372 14.30739 (22*2π)/95043 weeks
23-14.99883 12.66444 (23*2π)/95041 weeks
24-15.7221 8.96632 (24*2π)/95040 weeks
25-15.67827 8.89823 (25*2π)/95038 weeks
26-23.63705 4.73772 (26*2π)/95037 weeks
27-22.42848 -12.13176 (27*2π)/95035 weeks
28-6.03387 -18.7308 (28*2π)/95034 weeks
293.20987 -12.10763 (29*2π)/95033 weeks
304.55558 -9.27972 (30*2π)/95032 weeks
319.55635 -10.09109 (31*2π)/95031 weeks
3218.38232 -5.48483 (32*2π)/95030 weeks
3322.32894 6.63382 (33*2π)/95029 weeks
3415.69294 18.43924 (34*2π)/95028 weeks
353.51028 19.94989 (35*2π)/95027 weeks
36-1.03941 12.77686 (36*2π)/95026 weeks
372.07163 10.97474 (37*2π)/95026 weeks
38.48403 13.30944 (38*2π)/95025 weeks
39-1.69821 11.08178 (39*2π)/95024 weeks
40-.11946 10.37851 (40*2π)/95024 weeks
41-.8227 11.76104 (41*2π)/95023 weeks
42-1.3262 11.00516 (42*2π)/95023 weeks
43-.11088 12.85079 (43*2π)/95022 weeks
44-3.05373 16.38136 (44*2π)/95022 weeks
45-8.26281 16.24746 (45*2π)/95021 weeks
46-12.69213 13.39145 (46*2π)/95021 weeks
47-15.01946 7.17623 (47*2π)/95020 weeks
48-10.24605 1.52778 (48*2π)/95020 weeks
49-4.96181 5.27519 (49*2π)/95019 weeks
50-9.87795 9.20173 (50*2π)/95019 weeks
51-13.61645 3.12004 (51*2π)/95019 weeks
52-7.93098 -.24394 (52*2π)/95018 weeks
53-6.20848 5.11657 (53*2π)/95018 weeks
54-12.51658 6.19569 (54*2π)/95018 weeks
55-16.14713 -.12161 (55*2π)/95017 weeks
56-12.98206 -7.65313 (56*2π)/95017 weeks
57-3.67436 -8.80761 (57*2π)/95017 weeks
58-.95616 -.31856 (58*2π)/95016 weeks
59-8.18212 .39141 (59*2π)/95016 weeks
60-5.7837 -5.88779 (60*2π)/95016 weeks
61-1.09421 -1.06333 (61*2π)/95016 weeks
62-7.78167 1.68539 (62*2π)/95015 weeks
63-10.11699 -5.95894 (63*2π)/95015 weeks
64-3.94322 -9.6681 (64*2π)/95015 weeks
65.60406 -7.52113 (65*2π)/95015 weeks
662.43788 -4.52912 (66*2π)/95014 weeks
672.34006 -1.67122 (67*2π)/95014 weeks
681.80789 -.32396 (68*2π)/95014 weeks
692.34721 2.75433 (69*2π)/95014 weeks
70-3.04259 8.05461 (70*2π)/95014 weeks
71-13.02307 3.00337 (71*2π)/95013 weeks
72-10.06526 -7.69425 (72*2π)/95013 weeks
73-4.00229 -5.79429 (73*2π)/95013 weeks
74-7.86402 -6.39068 (74*2π)/95013 weeks
75-3.85571 -13.60098 (75*2π)/95013 weeks
764.0228 -11.2924 (76*2π)/95013 weeks
775.61298 -7.24583 (77*2π)/95012 weeks
787.32208 -3.14514 (78*2π)/95012 weeks
792.66286 2.46984 (79*2π)/95012 weeks
80-3.79653 -2.23643 (80*2π)/95012 weeks
81.99543 -7.4255 (81*2π)/95012 weeks
823.62906 -3.00412 (82*2π)/95012 weeks
83-.04169 -3.62543 (83*2π)/95011 weeks
843.02824 -6.71989 (84*2π)/95011 weeks
855.34275 -3.59094 (85*2π)/95011 weeks
864.26255 -3.2312 (86*2π)/95011 weeks
876.68497 -2.12129 (87*2π)/95011 weeks
884.59601 1.90456 (88*2π)/95011 weeks
891.86577 -.37938 (89*2π)/95011 weeks
904.75547 .75402 (90*2π)/95011 weeks
91-.59717 5.2128 (91*2π)/95010 weeks
92-6.80246 -2.08204 (92*2π)/95010 weeks
93-1.06528 -8.3088 (93*2π)/95010 weeks
941.99016 -5.91582 (94*2π)/95010 weeks
951.07075 -7.7899 (95*2π)/95010 weeks
965.19343 -10.77445 (96*2π)/95010 weeks
9710.79666 -10.23613 (97*2π)/95010 weeks
9816.98458 -6.0245 (98*2π)/95010 weeks
9918.31019 3.49333 (99*2π)/95010 weeks
10011.9463 9.22811 (100*2π)/95010 weeks
1017.45643 8.5547 (101*2π)/9509 weeks
1025.88455 9.26124 (102*2π)/9509 weeks
1031.4711 9.96373 (103*2π)/9509 weeks
104-2.08834 5.87146 (104*2π)/9509 weeks
105-.18059 1.94102 (105*2π)/9509 weeks
1062.58684 2.23662 (106*2π)/9509 weeks
1073.89912 4.12792 (107*2π)/9509 weeks
1083.4169 8.15597 (108*2π)/9509 weeks
109-2.50025 11.23239 (109*2π)/9509 weeks
110-9.55335 7.49991 (110*2π)/9509 weeks
111-11.52235 .46473 (111*2π)/9509 weeks
112-9.87284 -5.51971 (112*2π)/9508 weeks
113-5.63513 -9.92507 (113*2π)/9508 weeks
114-.53049 -10.88961 (114*2π)/9508 weeks
1152.89955 -10.68857 (115*2π)/9508 weeks
1167.41576 -10.05647 (116*2π)/9508 weeks
11710.87594 -5.66062 (117*2π)/9508 weeks
1189.73889 -1.75698 (118*2π)/9508 weeks
1198.68414 -1.18318 (119*2π)/9508 weeks
1208.85093 -.39359 (120*2π)/9508 weeks
1218.92381 -.46064 (121*2π)/9508 weeks
12212.12152 .23382 (122*2π)/9508 weeks
12313.55786 6.59238 (123*2π)/9508 weeks
1247.6308 10.68648 (124*2π)/9508 weeks
1254.27308 7.92455 (125*2π)/9508 weeks
1265.34465 8.5532 (126*2π)/9508 weeks
1271.89252 11.23876 (127*2π)/9507 weeks
128-2.98405 9.36917 (128*2π)/9507 weeks
129-5.48476 5.11478 (129*2π)/9507 weeks
130-4.41209 -.32052 (130*2π)/9507 weeks
131.32291 -1.64339 (131*2π)/9507 weeks
132.78565 .23808 (132*2π)/9507 weeks
1331.01298 -2.52549 (133*2π)/9507 weeks
1346.32719 -2.18626 (134*2π)/9507 weeks
1356.65677 3.05718 (135*2π)/9507 weeks
1363.1562 3.12869 (136*2π)/9507 weeks
1374.05523 .68046 (137*2π)/9507 weeks
1386.76299 1.57563 (138*2π)/9507 weeks
1397.12883 4.11881 (139*2π)/9507 weeks
1406.07354 4.83731 (140*2π)/9507 weeks
1417.39556 4.36761 (141*2π)/9507 weeks
14210.59066 7.8824 (142*2π)/9507 weeks
1438.30228 15.25974 (143*2π)/9507 weeks
144.08784 17.14039 (144*2π)/9507 weeks
145-4.05163 12.84264 (145*2π)/9507 weeks
146-4.02811 11.33449 (146*2π)/9507 weeks
147-6.837 11.41565 (147*2π)/9506 weeks
148-10.26406 8.02452 (148*2π)/9506 weeks
149-10.78879 3.0034 (149*2π)/9506 weeks
150-8.33807 -1.4946 (150*2π)/9506 weeks
151-3.60805 -3.1356 (151*2π)/9506 weeks
152-.13086 -1.09186 (152*2π)/9506 weeks
153.1752 1.32882 (153*2π)/9506 weeks
154-.45286 1.97162 (154*2π)/9506 weeks
155-.2949 1.98527 (155*2π)/9506 weeks
156.12772 2.5533 (156*2π)/9506 weeks
157-.0638 3.25821 (157*2π)/9506 weeks
158-.2728 3.35805 (158*2π)/9506 weeks
159.15331 3.59188 (159*2π)/9506 weeks
160.70219 4.48509 (160*2π)/9506 weeks
1611.06808 6.42192 (161*2π)/9506 weeks
162-.49283 9.38538 (162*2π)/9506 weeks
163-4.16154 10.77688 (163*2π)/9506 weeks
164-8.18187 10.35518 (164*2π)/9506 weeks
165-12.04199 7.42017 (165*2π)/9506 weeks
166-12.64082 3.25324 (166*2π)/9506 weeks
167-12.48436 1.60896 (167*2π)/9506 weeks
168-14.03811 -1.32371 (168*2π)/9506 weeks
169-12.71818 -6.08943 (169*2π)/9506 weeks
170-9.00558 -8.34729 (170*2π)/9506 weeks
171-6.05817 -8.09421 (171*2π)/9506 weeks
172-5.55291 -7.18599 (172*2π)/9506 weeks
173-6.05654 -9.49277 (173*2π)/9505 weeks
174-1.59036 -12.72337 (174*2π)/9505 weeks
1753.8425 -9.48784 (175*2π)/9505 weeks
1762.80663 -5.61679 (176*2π)/9505 weeks
1772.51837 -6.81625 (177*2π)/9505 weeks
1785.5474 -5.31803 (178*2π)/9505 weeks
1794.64444 -1.94084 (179*2π)/9505 weeks
1803.20877 -2.34438 (180*2π)/9505 weeks
1814.51856 -1.85647 (181*2π)/9505 weeks
1824.05541 .26886 (182*2π)/9505 weeks
1832.8792 1.15137 (183*2π)/9505 weeks
1841.09143 2.17538 (184*2π)/9505 weeks
185-1.40007 .60252 (185*2π)/9505 weeks
186-.36561 -1.25767 (186*2π)/9505 weeks
187-.81959 .1077 (187*2π)/9505 weeks
188-3.67076 -2.44379 (188*2π)/9505 weeks
189-1.10051 -6.58172 (189*2π)/9505 weeks
1902.16908 -5.93217 (190*2π)/9505 weeks
1913.06983 -5.8566 (191*2π)/9505 weeks
1925.97534 -5.53291 (192*2π)/9505 weeks
1937.19036 -2.4839 (193*2π)/9505 weeks
1946.244 -1.24737 (194*2π)/9505 weeks
1956.65172 -.8627 (195*2π)/9505 weeks
1967.05665 .39054 (196*2π)/9505 weeks
1977.15004 1.88038 (197*2π)/9505 weeks
1986.08774 3.77526 (198*2π)/9505 weeks
1994.06113 3.64077 (199*2π)/9505 weeks
2004.70207 2.41822 (200*2π)/9505 weeks
2016.39015 4.50564 (201*2π)/9505 weeks
2024.26789 7.90471 (202*2π)/9505 weeks
203.34808 7.71209 (203*2π)/9505 weeks
204-1.11218 5.76759 (204*2π)/9505 weeks
205-1.88945 4.841 (205*2π)/9505 weeks
206-2.73912 3.11619 (206*2π)/9505 weeks
207-2.16369 1.64564 (207*2π)/9505 weeks
208-2.13553 .71481 (208*2π)/9505 weeks
209-.91439 -1.54337 (209*2π)/9505 weeks
2102.74876 -1.30417 (210*2π)/9505 weeks
2113.70901 2.13704 (211*2π)/9505 weeks
2121.56836 3.4361 (212*2π)/9504 weeks
213.92728 2.38274 (213*2π)/9504 weeks
2141.9538 2.39217 (214*2π)/9504 weeks
2152.35426 3.8998 (215*2π)/9504 weeks
216.99723 5.43908 (216*2π)/9504 weeks
217-1.05575 4.74592 (217*2π)/9504 weeks
218-.16685 3.06288 (218*2π)/9504 weeks
2191.6235 5.28452 (219*2π)/9504 weeks
220-1.1889 8.2654 (220*2π)/9504 weeks
221-4.65059 7.01632 (221*2π)/9504 weeks
222-5.50248 5.61891 (222*2π)/9504 weeks
223-7.36861 4.86158 (223*2π)/9504 weeks
224-8.72135 1.86307 (224*2π)/9504 weeks
225-7.59991 -.64465 (225*2π)/9504 weeks
226-6.36501 -1.73903 (226*2π)/9504 weeks
227-5.03166 -2.19891 (227*2π)/9504 weeks
228-4.69118 -1.69058 (228*2π)/9504 weeks
229-5.14504 -2.54726 (229*2π)/9504 weeks
230-4.03426 -3.25533 (230*2π)/9504 weeks
231-4.37155 -2.69949 (231*2π)/9504 weeks
232-5.36882 -4.87875 (232*2π)/9504 weeks
233-2.85838 -7.462 (233*2π)/9504 weeks
234.3739 -6.77 (234*2π)/9504 weeks
2351.56093 -5.1036 (235*2π)/9504 weeks
2362.33062 -3.95103 (236*2π)/9504 weeks
2372.6505 -1.92447 (237*2π)/9504 weeks
238.95916 -.49418 (238*2π)/9504 weeks
239-.27378 -1.19074 (239*2π)/9504 weeks
240-.44458 -1.18924 (240*2π)/9504 weeks
241-1.98694 -1.71504 (241*2π)/9504 weeks
242-1.85299 -4.20675 (242*2π)/9504 weeks
243.16951 -4.87796 (243*2π)/9504 weeks
2441.09945 -4.584 (244*2π)/9504 weeks
2452.42324 -4.38405 (245*2π)/9504 weeks
2463.14018 -2.74592 (246*2π)/9504 weeks
2472.27414 -1.92212 (247*2π)/9504 weeks
2482.10194 -1.85831 (248*2π)/9504 weeks
2491.28855 -1.28864 (249*2π)/9504 weeks
250.12004 -2.76946 (250*2π)/9504 weeks
2511.91943 -4.3977 (251*2π)/9504 weeks
2523.40885 -2.92595 (252*2π)/9504 weeks
2532.42558 -2.52993 (253*2π)/9504 weeks
2543.37731 -3.5633 (254*2π)/9504 weeks
2554.72255 -2.12499 (255*2π)/9504 weeks
2563.70766 -1.09586 (256*2π)/9504 weeks
2573.62312 -1.70913 (257*2π)/9504 weeks
2584.24788 -1.18967 (258*2π)/9504 weeks
2593.97421 -.67132 (259*2π)/9504 weeks
2603.94682 -.37304 (260*2π)/9504 weeks
2613.24806 -.04181 (261*2π)/9504 weeks
2623.05821 -1.07498 (262*2π)/9504 weeks
2634.35212 -.91578 (263*2π)/9504 weeks
2643.82332 .18901 (264*2π)/9504 weeks
2653.20374 -.96839 (265*2π)/9504 weeks
2665.0261 -1.61051 (266*2π)/9504 weeks
2676.27617 .01446 (267*2π)/9504 weeks
2685.87185 1.30679 (268*2π)/9504 weeks
2695.8611 1.814 (269*2π)/9504 weeks
2705.90182 3.41349 (270*2π)/9504 weeks
2713.91697 4.74704 (271*2π)/9504 weeks
2722.18489 3.70914 (272*2π)/9503 weeks
2732.11165 2.89611 (273*2π)/9503 weeks
2741.63412 2.29371 (274*2π)/9503 weeks
2752.30609 .97804 (275*2π)/9503 weeks
2763.83594 1.35352 (276*2π)/9503 weeks
2774.18252 2.30125 (277*2π)/9503 weeks
2784.6683 3.25002 (278*2π)/9503 weeks
2794.01507 5.14017 (279*2π)/9503 weeks
2802.02831 5.38351 (280*2π)/9503 weeks
2811.55676 4.62682 (281*2π)/9503 weeks
2821.15228 5.02885 (282*2π)/9503 weeks
283-.15454 4.51282 (283*2π)/9503 weeks
284-.08079 3.30084 (284*2π)/9503 weeks
285.29526 3.20441 (285*2π)/9503 weeks
286.36716 2.75867 (286*2π)/9503 weeks
2871.46474 2.98022 (287*2π)/9503 weeks
2881.17451 4.58233 (288*2π)/9503 weeks
289-.32776 4.6051 (289*2π)/9503 weeks
290-.51631 4.00991 (290*2π)/9503 weeks
291-.72454 4.41609 (291*2π)/9503 weeks
292-1.94519 4.6452 (292*2π)/9503 weeks
293-3.63058 3.58633 (293*2π)/9503 weeks
294-3.908 .81729 (294*2π)/9503 weeks
295-1.29242 -.84566 (295*2π)/9503 weeks
296.7592 .8223 (296*2π)/9503 weeks
297-.04838 2.34621 (297*2π)/9503 weeks
298-.91196 1.96975 (298*2π)/9503 weeks
299-.71473 1.3095 (299*2π)/9503 weeks
300.238 1.30714 (300*2π)/9503 weeks
301.5222 2.63412 (301*2π)/9503 weeks
302-.77523 3.02168 (302*2π)/9503 weeks
303-.7696 2.11384 (303*2π)/9503 weeks
304-.02242 2.70662 (304*2π)/9503 weeks
305-.44317 3.71258 (305*2π)/9503 weeks
306-1.36456 4.59927 (306*2π)/9503 weeks
307-3.61656 4.71607 (307*2π)/9503 weeks
308-4.90336 2.3845 (308*2π)/9503 weeks
309-3.5123 1.14788 (309*2π)/9503 weeks
310-3.38954 2.08168 (310*2π)/9503 weeks
311-4.81745 1.61517 (311*2π)/9503 weeks
312-4.99149 -.04805 (312*2π)/9503 weeks
313-4.18573 -.96549 (313*2π)/9503 weeks
314-3.48961 -1.18462 (314*2π)/9503 weeks
315-3.20641 -1.05183 (315*2π)/9503 weeks
316-3.47797 -1.18133 (316*2π)/9503 weeks
317-3.57582 -1.86839 (317*2π)/9503 weeks
318-3.34887 -2.52393 (318*2π)/9503 weeks
319-3.11923 -3.37765 (319*2π)/9503 weeks
320-2.09386 -4.59013 (320*2π)/9503 weeks
321-.04884 -4.79545 (321*2π)/9503 weeks
3221.3553 -3.63266 (322*2π)/9503 weeks
3231.93274 -2.54032 (323*2π)/9503 weeks
3242.40138 -.9923 (324*2π)/9503 weeks
3251.24584 .89503 (325*2π)/9503 weeks
326-.99584 .87722 (326*2π)/9503 weeks
327-1.95651 -.64416 (327*2π)/9503 weeks
328-1.76585 -1.77189 (328*2π)/9503 weeks
329-1.51299 -2.76922 (329*2π)/9503 weeks
330-.27758 -3.91237 (330*2π)/9503 weeks
3311.64699 -3.54239 (331*2π)/9503 weeks
3322.41514 -2.13191 (332*2π)/9503 weeks
3332.25865 -.90609 (333*2π)/9503 weeks
3341.32848 -.20917 (334*2π)/9503 weeks
335.72259 -.68994 (335*2π)/9503 weeks
336.97348 -.4854 (336*2π)/9503 weeks
337-.36751 -.26822 (337*2π)/9503 weeks
338-.79115 -2.64914 (338*2π)/9503 weeks
3391.88098 -3.58288 (339*2π)/9503 weeks
3403.23841 -1.81104 (340*2π)/9503 weeks
3413.02662 -.69829 (341*2π)/9503 weeks
3422.69816 .0959 (342*2π)/9503 weeks
3432.03856 .17798 (343*2π)/9503 weeks
3442.52588 .13238 (344*2π)/9503 weeks
3452.47555 1.69217 (345*2π)/9503 weeks
346.31929 2.26689 (346*2π)/9503 weeks
347-1.03129 .44368 (347*2π)/9503 weeks
348-.19041 -1.27374 (348*2π)/9503 weeks
3491.358 -1.54692 (349*2π)/9503 weeks
3502.47139 -.50784 (350*2π)/9503 weeks
3511.93998 .9628 (351*2π)/9503 weeks
352.50752 .62255 (352*2π)/9503 weeks
353.97032 -.67836 (353*2π)/9503 weeks
3542.1718 -.14231 (354*2π)/9503 weeks
3551.85876 .7868 (355*2π)/9503 weeks
3561.4511 .77873 (356*2π)/9503 weeks
3571.34278 .7399 (357*2π)/9503 weeks
3581.56124 .48644 (358*2π)/9503 weeks
3592.37764 1.15568 (359*2π)/9503 weeks
3601.64104 2.77403 (360*2π)/9503 weeks
361-.39612 2.46411 (361*2π)/9503 weeks
362-.47794 .55312 (362*2π)/9503 weeks
3631.27615 .38035 (363*2π)/9503 weeks
3641.64378 2.22314 (364*2π)/9503 weeks
365-.05062 3.18361 (365*2π)/9503 weeks
366-1.54635 2.279 (366*2π)/9503 weeks
367-1.51378 .85083 (367*2π)/9503 weeks
368-.45109 .83494 (368*2π)/9503 weeks
369-1.21948 2.03195 (369*2π)/9503 weeks
370-3.14653 .48552 (370*2π)/9503 weeks
371-1.34292 -1.99374 (371*2π)/9503 weeks
372.97172 -.20586 (372*2π)/9503 weeks
373-.78137 1.52107 (373*2π)/9503 weeks
374-1.89917 .03366 (374*2π)/9503 weeks
375-.98052 -.37112 (375*2π)/9503 weeks
376-1.3908 .18191 (376*2π)/9503 weeks
377-2.15954 -.53459 (377*2π)/9503 weeks
378-2.1164 -1.62242 (378*2π)/9503 weeks
379-1.28039 -2.64521 (379*2π)/9503 weeks
380.14321 -2.37193 (380*2π)/9503 weeks
381-.18151 -1.36296 (381*2π)/9502 weeks
382-.81814 -2.56874 (382*2π)/9502 weeks
3831.25681 -3.42125 (383*2π)/9502 weeks
3842.50419 -1.18316 (384*2π)/9502 weeks
385.53379 .1408 (385*2π)/9502 weeks
386-.76704 -1.59865 (386*2π)/9502 weeks
387.49165 -3.11504 (387*2π)/9502 weeks
3882.07615 -3.06851 (388*2π)/9502 weeks
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