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Fourier Analysis of DXRSX (DIREXION MONTHLY SMALL CAP BEAR 2X FUND INVESTOR CLASS)


DXRSX (DIREXION MONTHLY SMALL CAP BEAR 2X FUND INVESTOR CLASS) appears to have interesting cyclic behaviour every 67 weeks (212.7997*sine), 72 weeks (186.9442*sine), and 78 weeks (155.3806*sine).

DXRSX (DIREXION MONTHLY SMALL CAP BEAR 2X FUND INVESTOR CLASS) has an average price of 1,992.58 (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 11/6/2017 for DXRSX (DIREXION MONTHLY SMALL CAP BEAR 2X FUND INVESTOR CLASS), this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
01,992.583   0 
11,202.873 2,339.784 (1*2π)/932932 weeks
2162.2276 1,251.125 (2*2π)/932466 weeks
3-210.1581 859.0593 (3*2π)/932311 weeks
4-44.6019 406.0472 (4*2π)/932233 weeks
5-117.1497 325.8264 (5*2π)/932186 weeks
6170.1321 202.4763 (6*2π)/932155 weeks
730.6431 394.0586 (7*2π)/932133 weeks
85.20566 274.7407 (8*2π)/932117 weeks
9-105.5869 234.3613 (9*2π)/932104 weeks
1016.59358 80.49064 (10*2π)/93293 weeks
1148.85471 137.8657 (11*2π)/93285 weeks
1296.88514 155.3806 (12*2π)/93278 weeks
1341.04815 186.9442 (13*2π)/93272 weeks
1428.85006 212.7997 (14*2π)/93267 weeks
15-55.87106 136.0015 (15*2π)/93262 weeks
1621.75574 116.9364 (16*2π)/93258 weeks
17-34.08231 110.3305 (17*2π)/93255 weeks
1828.86009 59.29901 (18*2π)/93252 weeks
1941.12716 73.50182 (19*2π)/93249 weeks
2091.56612 125.7322 (20*2π)/93247 weeks
2113.02374 141.3111 (21*2π)/93244 weeks
2231.4456 146.2762 (22*2π)/93242 weeks
23-47.74846 131.6606 (23*2π)/93241 weeks
24-4.78044 88.75055 (24*2π)/93239 weeks
25-55.16465 101.0331 (25*2π)/93237 weeks
26-19.51932 18.4744 (26*2π)/93236 weeks
2727.95416 50.82282 (27*2π)/93235 weeks
2829.3622 78.14256 (28*2π)/93233 weeks
29-18.49801 85.05136 (29*2π)/93232 weeks
3018.4369 32.98501 (30*2π)/93231 weeks
313.44974 90.38849 (31*2π)/93230 weeks
321.25243 29.11037 (32*2π)/93229 weeks
3334.42704 68.99737 (33*2π)/93228 weeks
3410.63926 75.6749 (34*2π)/93227 weeks
35-13.72246 86.81193 (35*2π)/93227 weeks
36-33.178 40.48026 (36*2π)/93226 weeks
37-11.93451 28.0425 (37*2π)/93225 weeks
387.58971 12.24315 (38*2π)/93225 weeks
3916.07791 30.32861 (39*2π)/93224 weeks
4039.68491 15.41923 (40*2π)/93223 weeks
4130.11494 65.97744 (41*2π)/93223 weeks
4218.57876 29.81579 (42*2π)/93222 weeks
4325.89452 59.35712 (43*2π)/93222 weeks
4430.03135 33.80593 (44*2π)/93221 weeks
4514.81797 82.68578 (45*2π)/93221 weeks
468.57594 29.46524 (46*2π)/93220 weeks
479.50579 78.38664 (47*2π)/93220 weeks
48-14.95468 16.2126 (48*2π)/93219 weeks
4919.06847 39.74744 (49*2π)/93219 weeks
5029.26704 13.07842 (50*2π)/93219 weeks
5130.0019 78.52276 (51*2π)/93218 weeks
523.79549 31.96342 (52*2π)/93218 weeks
534.65799 70.51187 (53*2π)/93218 weeks
54-7.54699 11.88738 (54*2π)/93217 weeks
559.70001 50.65959 (55*2π)/93217 weeks
567.61137 -3.92877 (56*2π)/93217 weeks
5735.30394 52.7202 (57*2π)/93216 weeks
5817.92941 18.83798 (58*2π)/93216 weeks
5927.44702 62.72693 (59*2π)/93216 weeks
608.39883 25.90646 (60*2π)/93216 weeks
6125.99219 57.81053 (61*2π)/93215 weeks
624.51694 34.29177 (62*2π)/93215 weeks
6317.3066 51.78326 (63*2π)/93215 weeks
648.8518 38.80493 (64*2π)/93215 weeks
654.47842 55.7755 (65*2π)/93214 weeks
66-3.28278 31.65119 (66*2π)/93214 weeks
671.83582 42.73489 (67*2π)/93214 weeks
68-1.80919 23.08898 (68*2π)/93214 weeks
696.42382 32.35383 (69*2π)/93214 weeks
7015.21647 18.35398 (70*2π)/93213 weeks
7116.58605 47.28316 (71*2π)/93213 weeks
723.67231 33.66837 (72*2π)/93213 weeks
734.3421 35.69944 (73*2π)/93213 weeks
7410.4918 29.68949 (74*2π)/93213 weeks
757.73117 43.60951 (75*2π)/93212 weeks
76-2.35451 34.31036 (76*2π)/93212 weeks
774.09445 28.66799 (77*2π)/93212 weeks
788.89712 42.20162 (78*2π)/93212 weeks
79-12.96745 38.29972 (79*2π)/93212 weeks
80-8.26127 27.87397 (80*2π)/93212 weeks
81-12.06616 18.35659 (81*2π)/93212 weeks
823.30859 15.86699 (82*2π)/93211 weeks
83-4.98673 14.41023 (83*2π)/93211 weeks
8415.27311 9.74893 (84*2π)/93211 weeks
8514.12587 22.95663 (85*2π)/93211 weeks
8617.67883 28.7356 (86*2π)/93211 weeks
872.16257 40.11809 (87*2π)/93211 weeks
88-12.6664 25.09516 (88*2π)/93211 weeks
89-.04348 6.71674 (89*2π)/93210 weeks
9010.75237 18.02386 (90*2π)/93210 weeks
918.37399 12.72889 (91*2π)/93210 weeks
9219.69505 24.57097 (92*2π)/93210 weeks
937.07334 26.24958 (93*2π)/93210 weeks
947.71814 29.60702 (94*2π)/93210 weeks
951.95149 19.48452 (95*2π)/93210 weeks
966.70036 27.5653 (96*2π)/93210 weeks
972.48071 15.84393 (97*2π)/93210 weeks
9813.24975 25.39425 (98*2π)/93210 weeks
994.39353 28.506 (99*2π)/9329 weeks
100-3.87408 28.33433 (100*2π)/9329 weeks
101-5.11146 13.92422 (101*2π)/9329 weeks
1024.33792 13.26636 (102*2π)/9329 weeks
1037.65974 13.21272 (103*2π)/9329 weeks
10412.72592 14.65866 (104*2π)/9329 weeks
10519.50141 30.83987 (105*2π)/9329 weeks
106-5.26084 33.47165 (106*2π)/9329 weeks
107-2.92494 24.64557 (107*2π)/9329 weeks
108-13.61086 16.87543 (108*2π)/9329 weeks
1091.72511 8.89987 (109*2π)/9329 weeks
110-5.01755 9.47901 (110*2π)/9328 weeks
11113.34471 6.22245 (111*2π)/9328 weeks
1122.12452 20.48996 (112*2π)/9328 weeks
1132.2037 7.42451 (113*2π)/9328 weeks
11410.68008 11.3657 (114*2π)/9328 weeks
1155.57425 15.68797 (115*2π)/9328 weeks
1165.48472 9.73931 (116*2π)/9328 weeks
11710.29797 12.05961 (117*2π)/9328 weeks
11812.59452 14.52501 (118*2π)/9328 weeks
1192.3972 19.68065 (119*2π)/9328 weeks
12012.71354 7.63559 (120*2π)/9328 weeks
1211.61313 25.47409 (121*2π)/9328 weeks
1225.10358 1.05943 (122*2π)/9328 weeks
1239.01053 17.40296 (123*2π)/9328 weeks
12412.75889 3.91005 (124*2π)/9328 weeks
12510.90877 25.60185 (125*2π)/9327 weeks
1266.65584 6.71328 (126*2π)/9327 weeks
12711.21546 20.42402 (127*2π)/9327 weeks
1289.46476 13.49667 (128*2π)/9327 weeks
1293.99998 22.19374 (129*2π)/9327 weeks
1304.42094 7.21899 (130*2π)/9327 weeks
1316.28718 19.95588 (131*2π)/9327 weeks
1324.95977 3.56868 (132*2π)/9327 weeks
1337.734 16.49636 (133*2π)/9327 weeks
13412.79401 2.22405 (134*2π)/9327 weeks
13511.41104 22.8082 (135*2π)/9327 weeks
1368.54713 6.66692 (136*2π)/9327 weeks
1378.82493 21.96396 (137*2π)/9327 weeks
1387.6734 3.20946 (138*2π)/9327 weeks
13913.2136 19.60634 (139*2π)/9327 weeks
14012.0441 8.36158 (140*2π)/9327 weeks
14110.80888 25.12012 (141*2π)/9327 weeks
1425.71624 9.0545 (142*2π)/9327 weeks
1437.55207 21.57681 (143*2π)/9327 weeks
1448.60549 2.67537 (144*2π)/9326 weeks
14512.8824 24.8154 (145*2π)/9326 weeks
1466.90877 5.36967 (146*2π)/9326 weeks
14714.83618 25.15258 (147*2π)/9326 weeks
1486.00401 9.47394 (148*2π)/9326 weeks
14915.55602 28.64953 (149*2π)/9326 weeks
150-2.80802 18.95785 (150*2π)/9326 weeks
1512.04468 20.06942 (151*2π)/9326 weeks
152-2.70667 8.62476 (152*2π)/9326 weeks
1537.00778 12.57911 (153*2π)/9326 weeks
1543.21737 10.44809 (154*2π)/9326 weeks
1555.93572 12.02721 (155*2π)/9326 weeks
1567.69775 8.75569 (156*2π)/9326 weeks
1578.22012 15.43716 (157*2π)/9326 weeks
1587.43618 11.48829 (158*2π)/9326 weeks
1597.46869 16.56061 (159*2π)/9326 weeks
1605.92102 14.55967 (160*2π)/9326 weeks
1614.41949 17.8313 (161*2π)/9326 weeks
162.6722 12.14702 (162*2π)/9326 weeks
1635.57948 14.76966 (163*2π)/9326 weeks
164-.6116 11.43828 (164*2π)/9326 weeks
1657.22785 13.51999 (165*2π)/9326 weeks
166-5.35734 13.09867 (166*2π)/9326 weeks
1676.0748 4.22136 (167*2π)/9326 weeks
1682.36188 11.17854 (168*2π)/9326 weeks
16910.68772 6.89274 (169*2π)/9326 weeks
1704.72138 20.17467 (170*2π)/9325 weeks
171-1.25857 15.69586 (171*2π)/9325 weeks
172-10.48946 11.61847 (172*2π)/9325 weeks
173-3.39732 .2135 (173*2π)/9325 weeks
174-3.95728 -3.54423 (174*2π)/9325 weeks
17516.43351 -3.47566 (175*2π)/9325 weeks
1764.1199 8.73566 (176*2π)/9325 weeks
17714.56325 2.57401 (177*2π)/9325 weeks
1781.82758 13.73022 (178*2π)/9325 weeks
1799.08154 1.89284 (179*2π)/9325 weeks
180-.29437 10.88794 (180*2π)/9325 weeks
1817.40587 -2.90799 (181*2π)/9325 weeks
1825.15514 5.3224 (182*2π)/9325 weeks
18314.37177 -1.72374 (183*2π)/9325 weeks
1846.01987 9.37841 (184*2π)/9325 weeks
18515.35543 -2.49935 (185*2π)/9325 weeks
18610.47479 10.73238 (186*2π)/9325 weeks
18714.73521 3.65379 (187*2π)/9325 weeks
1887.55323 8.60081 (188*2π)/9325 weeks
18920.04985 4.79929 (189*2π)/9325 weeks
1905.40735 14.92645 (190*2π)/9325 weeks
19117.28243 2.74078 (191*2π)/9325 weeks
1926.81715 19.29159 (192*2π)/9325 weeks
1939.02524 .704 (193*2π)/9325 weeks
19411.00316 12.64133 (194*2π)/9325 weeks
19512.14156 4.48275 (195*2π)/9325 weeks
19611.13842 10.34422 (196*2π)/9325 weeks
19718.59049 8.9735 (197*2π)/9325 weeks
1986.8556 18.97286 (198*2π)/9325 weeks
19910.40145 6.85136 (199*2π)/9325 weeks
2009.05163 14.63635 (200*2π)/9325 weeks
20111.03261 7.80775 (201*2π)/9325 weeks
20212.82359 14.81532 (202*2π)/9325 weeks
20311.36302 18.0983 (203*2π)/9325 weeks
204-1.06624 17.28699 (204*2π)/9325 weeks
2056.92376 7.37549 (205*2π)/9325 weeks
2061.54072 13.01319 (206*2π)/9325 weeks
2079.68923 4.59059 (207*2π)/9325 weeks
2086.16752 14.55625 (208*2π)/9324 weeks
2098.39719 8.1597 (209*2π)/9324 weeks
2104.82911 14.30686 (210*2π)/9324 weeks
2116.1665 9.62529 (211*2π)/9324 weeks
2122.86203 10.37896 (212*2π)/9324 weeks
21310.71019 7.63779 (213*2π)/9324 weeks
2145.17719 17.86865 (214*2π)/9324 weeks
215-.67999 10.75314 (215*2π)/9324 weeks
2161.87965 7.42093 (216*2π)/9324 weeks
2173.51834 9.85842 (217*2π)/9324 weeks
218-1.66581 5.57412 (218*2π)/9324 weeks
2196.94263 2.8015 (219*2π)/9324 weeks
2205.11064 7.03172 (220*2π)/9324 weeks
2217.37454 6.62212 (221*2π)/9324 weeks
2224.41171 8.80398 (222*2π)/9324 weeks
2233.31737 9.06903 (223*2π)/9324 weeks
224-1.085 .51691 (224*2π)/9324 weeks
22513.64068 2.94339 (225*2π)/9324 weeks
2262.55793 7.70075 (226*2π)/9324 weeks
22712.12805 3.80656 (227*2π)/9324 weeks
2282.5381 10.96297 (228*2π)/9324 weeks
2296.45212 2.02376 (229*2π)/9324 weeks
2306.3619 5.95358 (230*2π)/9324 weeks
23110.87626 5.03407 (231*2π)/9324 weeks
2324.85206 9.4435 (232*2π)/9324 weeks
2338.91084 4.84823 (233*2π)/9324 weeks
2345.39462 10.22757 (234*2π)/9324 weeks
2353.90704 6.03508 (235*2π)/9324 weeks
2363.9834 5.18408 (236*2π)/9324 weeks
2375.44102 1.45106 (237*2π)/9324 weeks
23811.29776 3.5269 (238*2π)/9324 weeks
2398.85382 9.79638 (239*2π)/9324 weeks
2405.4042 5.26707 (240*2π)/9324 weeks
2419.16409 7.551 (241*2π)/9324 weeks
2424.25692 9.23374 (242*2π)/9324 weeks
2434.4121 2.84736 (243*2π)/9324 weeks
2448.23386 7.28664 (244*2π)/9324 weeks
2454.06483 5.28971 (245*2π)/9324 weeks
2465.2428 5.7579 (246*2π)/9324 weeks
2475.17016 3.24583 (247*2π)/9324 weeks
2483.72775 4.17402 (248*2π)/9324 weeks
2499.07974 -2.70184 (249*2π)/9324 weeks
25011.13054 8.13891 (250*2π)/9324 weeks
2517.59967 2.9998 (251*2π)/9324 weeks
2527.36863 7.82438 (252*2π)/9324 weeks
2536.88819 1.03088 (253*2π)/9324 weeks
25410.04648 6.00589 (254*2π)/9324 weeks
2559.42476 4.56014 (255*2π)/9324 weeks
2564.73234 8.31588 (256*2π)/9324 weeks
2579.63057 -1.64008 (257*2π)/9324 weeks
25810.33274 8.9675 (258*2π)/9324 weeks
2599.01308 2.37713 (259*2π)/9324 weeks
26010.87081 8.58504 (260*2π)/9324 weeks
2618.56174 6.64516 (261*2π)/9324 weeks
2625.289 7.8131 (262*2π)/9324 weeks
2639.79098 1.64233 (263*2π)/9324 weeks
26410.77 9.85952 (264*2π)/9324 weeks
2657.06541 8.98081 (265*2π)/9324 weeks
2662.41089 8.53371 (266*2π)/9324 weeks
2674.74775 1.00503 (267*2π)/9323 weeks
2688.22007 2.99122 (268*2π)/9323 weeks
26912.99037 3.39135 (269*2π)/9323 weeks
2707.06859 10.86051 (270*2π)/9323 weeks
2718.86276 3.44086 (271*2π)/9323 weeks
2727.94944 10.55854 (272*2π)/9323 weeks
2735.31053 6.36356 (273*2π)/9323 weeks
2744.97591 7.28982 (274*2π)/9323 weeks
2755.09743 4.17571 (275*2π)/9323 weeks
2765.60576 4.8987 (276*2π)/9323 weeks
2776.64399 3.70616 (277*2π)/9323 weeks
2785.60064 5.27668 (278*2π)/9323 weeks
2795.4418 1.22898 (279*2π)/9323 weeks
2807.70749 1.96482 (280*2π)/9323 weeks
28111.02674 -.34729 (281*2π)/9323 weeks
28214.22922 7.05465 (282*2π)/9323 weeks
2838.25626 6.83755 (283*2π)/9323 weeks
28411.64161 7.8851 (284*2π)/9323 weeks
2855.74253 9.3573 (285*2π)/9323 weeks
2867.25327 5.55267 (286*2π)/9323 weeks
2877.92481 6.71726 (287*2π)/9323 weeks
2888.61559 9.12918 (288*2π)/9323 weeks
2893.13216 8.96738 (289*2π)/9323 weeks
2904.15304 5.53797 (290*2π)/9323 weeks
2913.52496 4.62094 (291*2π)/9323 weeks
2926.9627 2.42922 (292*2π)/9323 weeks
2937.87275 5.81244 (293*2π)/9323 weeks
2946.91424 6.95423 (294*2π)/9323 weeks
2953.40693 7.01325 (295*2π)/9323 weeks
2963.76022 3.87303 (296*2π)/9323 weeks
2974.18183 2.5045 (297*2π)/9323 weeks
2988.44164 3.17621 (298*2π)/9323 weeks
2993.76779 6.27511 (299*2π)/9323 weeks
3007.03266 1.04968 (300*2π)/9323 weeks
3015.42191 7.30458 (301*2π)/9323 weeks
3023.9325 .8878 (302*2π)/9323 weeks
3036.24808 2.93656 (303*2π)/9323 weeks
3049.54032 1.6723 (304*2π)/9323 weeks
3055.11352 9.18658 (305*2π)/9323 weeks
3063.57627 .40965 (306*2π)/9323 weeks
3075.6911 6.16446 (307*2π)/9323 weeks
3081.75973 .86474 (308*2π)/9323 weeks
3092.50855 .18533 (309*2π)/9323 weeks
3107.48175 -6.66718 (310*2π)/9323 weeks
31112.7346 2.10754 (311*2π)/9323 weeks
3128.45878 1.33325 (312*2π)/9323 weeks
3138.6678 2.81322 (313*2π)/9323 weeks
3149.94381 .48634 (314*2π)/9323 weeks
3159.04067 4.96281 (315*2π)/9323 weeks
3167.08755 -.11792 (316*2π)/9323 weeks
31712.44556 2.18896 (317*2π)/9323 weeks
3189.98058 4.44736 (318*2π)/9323 weeks
3199.34403 3.94197 (319*2π)/9323 weeks
3209.69266 5.41417 (320*2π)/9323 weeks
3215.03826 3.13487 (321*2π)/9323 weeks
32211.39353 -.41176 (322*2π)/9323 weeks
32312.74842 4.46591 (323*2π)/9323 weeks
32412.5642 7.5937 (324*2π)/9323 weeks
3256.79313 8.41142 (325*2π)/9323 weeks
3269.33657 6.32274 (326*2π)/9323 weeks
3273.405 9.35943 (327*2π)/9323 weeks
3283.79675 .56211 (328*2π)/9323 weeks
3298.14982 4.51602 (329*2π)/9323 weeks
3305.4393 .1508 (330*2π)/9323 weeks
33110.99125 4.10067 (331*2π)/9323 weeks
3327.11654 2.3437 (332*2π)/9323 weeks
33311.31048 3.33542 (333*2π)/9323 weeks
3349.93749 4.28341 (334*2π)/9323 weeks
33513.1947 8.11526 (335*2π)/9323 weeks
3365.06568 10.07893 (336*2π)/9323 weeks
3377.67948 6.10967 (337*2π)/9323 weeks
3382.88242 10.13955 (338*2π)/9323 weeks
3392.74304 1.72886 (339*2π)/9323 weeks
3404.73661 5.63944 (340*2π)/9323 weeks
3413.21016 -.28763 (341*2π)/9323 weeks
3429.30693 .00305 (342*2π)/9323 weeks
34310.38801 5.59442 (343*2π)/9323 weeks
3446.95531 4.91412 (344*2π)/9323 weeks
3458.85753 6.75857 (345*2π)/9323 weeks
3463.20456 6.78022 (346*2π)/9323 weeks
3477.47207 5.01372 (347*2π)/9323 weeks
348.42458 6.68508 (348*2π)/9323 weeks
3495.87479 1.39847 (349*2π)/9323 weeks
3502.25867 5.40476 (350*2π)/9323 weeks
3514.32671 1.84629 (351*2π)/9323 weeks
352.90361 1.68305 (352*2π)/9323 weeks
3536.5465 -1.03566 (353*2π)/9323 weeks
3542.95093 1.25166 (354*2π)/9323 weeks
3556.70152 -2.70771 (355*2π)/9323 weeks
3567.6172 -.71214 (356*2π)/9323 weeks
3579.37602 -.3525 (357*2π)/9323 weeks
3589.78333 .08988 (358*2π)/9323 weeks
35912.73992 2.44746 (359*2π)/9323 weeks
36011.58452 6.34769 (360*2π)/9323 weeks
3617.48584 10.56982 (361*2π)/9323 weeks
3621.56206 5.22014 (362*2π)/9323 weeks
3634.22009 4.9217 (363*2π)/9323 weeks
3641.7283 .99368 (364*2π)/9323 weeks
3655.78833 2.43599 (365*2π)/9323 weeks
3663.21114 .93076 (366*2π)/9323 weeks
3674.62743 2.15091 (367*2π)/9323 weeks
3682.55971 -1.7324 (368*2π)/9323 weeks
3697.24919 -1.62683 (369*2π)/9323 weeks
3707.16468 .60478 (370*2π)/9323 weeks
3715.09745 .51149 (371*2π)/9323 weeks
3725.78412 -.85178 (372*2π)/9323 weeks
3736.01354 -2.84228 (373*2π)/9322 weeks
3748.83327 -1.25585 (374*2π)/9322 weeks
3757.51678 -3.59687 (375*2π)/9322 weeks
37612.92067 -1.36587 (376*2π)/9322 weeks
37710.75973 .15918 (377*2π)/9322 weeks
37813.62448 2.55157 (378*2π)/9322 weeks
3798.47927 3.85839 (379*2π)/9322 weeks
38011.6053 3.95932 (380*2π)/9322 weeks
3814.47268 3.99799 (381*2π)/9322 weeks
38210.70547 .32174 (382*2π)/9322 weeks
3837.47915 4.72181 (383*2π)/9322 weeks
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7747.43618 -11.48829 (774*2π)/9321 weeks
7758.22012 -15.43716 (775*2π)/9321 weeks
7767.69775 -8.75569 (776*2π)/9321 weeks
7775.93572 -12.02721 (777*2π)/9321 weeks
7783.21737 -10.44809 (778*2π)/9321 weeks
7797.00778 -12.57911 (779*2π)/9321 weeks
780-2.70667 -8.62476 (780*2π)/9321 weeks
7812.04468 -20.06942 (781*2π)/9321 weeks
782-2.80802 -18.95785 (782*2π)/9321 weeks
78315.55602 -28.64953 (783*2π)/9321 weeks
7846.00401 -9.47394 (784*2π)/9321 weeks
78514.83618 -25.15258 (785*2π)/9321 weeks
7866.90877 -5.36967 (786*2π)/9321 weeks
78712.8824 -24.8154 (787*2π)/9321 weeks
7888.60549 -2.67537 (788*2π)/9321 weeks
7897.55207 -21.57681 (789*2π)/9321 weeks
7905.71624 -9.0545 (790*2π)/9321 weeks
79110.80888 -25.12012 (791*2π)/9321 weeks
79212.0441 -8.36158 (792*2π)/9321 weeks
79313.2136 -19.60634 (793*2π)/9321 weeks
7947.6734 -3.20946 (794*2π)/9321 weeks
7958.82493 -21.96396 (795*2π)/9321 weeks
7968.54713 -6.66692 (796*2π)/9321 weeks
79711.41104 -22.8082 (797*2π)/9321 weeks
79812.79401 -2.22405 (798*2π)/9321 weeks
7997.734 -16.49636 (799*2π)/9321 weeks
8004.95977 -3.56868 (800*2π)/9321 weeks
8016.28718 -19.95588 (801*2π)/9321 weeks
8024.42094 -7.21899 (802*2π)/9321 weeks
8033.99998 -22.19374 (803*2π)/9321 weeks
8049.46476 -13.49667 (804*2π)/9321 weeks
80511.21546 -20.42402 (805*2π)/9321 weeks
8066.65584 -6.71328 (806*2π)/9321 weeks
80710.90877 -25.60185 (807*2π)/9321 weeks
80812.75889 -3.91005 (808*2π)/9321 weeks
8099.01053 -17.40296 (809*2π)/9321 weeks
8105.10358 -1.05943 (810*2π)/9321 weeks
8111.61313 -25.47409 (811*2π)/9321 weeks
81212.71354 -7.63559 (812*2π)/9321 weeks
8132.3972 -19.68065 (813*2π)/9321 weeks
81412.59452 -14.52501 (814*2π)/9321 weeks
81510.29797 -12.05961 (815*2π)/9321 weeks
8165.48472 -9.73931 (816*2π)/9321 weeks
8175.57425 -15.68797 (817*2π)/9321 weeks
81810.68008 -11.3657 (818*2π)/9321 weeks
8192.2037 -7.42451 (819*2π)/9321 weeks
8202.12452 -20.48996 (820*2π)/9321 weeks
82113.34471 -6.22245 (821*2π)/9321 weeks
822-5.01755 -9.47901 (822*2π)/9321 weeks
8231.72511 -8.89987 (823*2π)/9321 weeks
824-13.61086 -16.87543 (824*2π)/9321 weeks
825-2.92494 -24.64557 (825*2π)/9321 weeks
826-5.26084 -33.47165 (826*2π)/9321 weeks
82719.50141 -30.83987 (827*2π)/9321 weeks
82812.72592 -14.65866 (828*2π)/9321 weeks
8297.65974 -13.21272 (829*2π)/9321 weeks
8304.33792 -13.26636 (830*2π)/9321 weeks
831-5.11146 -13.92422 (831*2π)/9321 weeks
832-3.87408 -28.33433 (832*2π)/9321 weeks
8334.39353 -28.506 (833*2π)/9321 weeks
83413.24975 -25.39425 (834*2π)/9321 weeks
8352.48071 -15.84393 (835*2π)/9321 weeks
8366.70036 -27.5653 (836*2π)/9321 weeks
8371.95149 -19.48452 (837*2π)/9321 weeks
8387.71814 -29.60702 (838*2π)/9321 weeks
8397.07334 -26.24958 (839*2π)/9321 weeks
84019.69505 -24.57097 (840*2π)/9321 weeks
8418.37399 -12.72889 (841*2π)/9321 weeks
84210.75237 -18.02386 (842*2π)/9321 weeks
843-.04348 -6.71674 (843*2π)/9321 weeks
844-12.6664 -25.09516 (844*2π)/9321 weeks
8452.16257 -40.11809 (845*2π)/9321 weeks
84617.67883 -28.7356 (846*2π)/9321 weeks
84714.12587 -22.95663 (847*2π)/9321 weeks
84815.27311 -9.74893 (848*2π)/9321 weeks
849-4.98673 -14.41023 (849*2π)/9321 weeks
8503.30859 -15.86699 (850*2π)/9321 weeks
851-12.06616 -18.35659 (851*2π)/9321 weeks
852-8.26127 -27.87397 (852*2π)/9321 weeks
853-12.96745 -38.29972 (853*2π)/9321 weeks
8548.89712 -42.20162 (854*2π)/9321 weeks
8554.09445 -28.66799 (855*2π)/9321 weeks
856-2.35451 -34.31036 (856*2π)/9321 weeks
8577.73117 -43.60951 (857*2π)/9321 weeks
85810.4918 -29.68949 (858*2π)/9321 weeks
8594.3421 -35.69944 (859*2π)/9321 weeks
8603.67231 -33.66837 (860*2π)/9321 weeks
86116.58605 -47.28316 (861*2π)/9321 weeks
86215.21647 -18.35398 (862*2π)/9321 weeks
8636.42382 -32.35383 (863*2π)/9321 weeks
864-1.80919 -23.08898 (864*2π)/9321 weeks
8651.83582 -42.73489 (865*2π)/9321 weeks
866-3.28278 -31.65119 (866*2π)/9321 weeks
8674.47842 -55.7755 (867*2π)/9321 weeks
8688.8518 -38.80493 (868*2π)/9321 weeks
86917.3066 -51.78326 (869*2π)/9321 weeks
8704.51694 -34.29177 (870*2π)/9321 weeks
87125.99219 -57.81053 (871*2π)/9321 weeks
8728.39883 -25.90646 (872*2π)/9321 weeks
87327.44702 -62.72693 (873*2π)/9321 weeks
87417.92941 -18.83798 (874*2π)/9321 weeks
87535.30394 -52.7202 (875*2π)/9321 weeks
8767.61137 3.92877 (876*2π)/9321 weeks
8779.70001 -50.65959 (877*2π)/9321 weeks
878-7.54699 -11.88738 (878*2π)/9321 weeks
8794.65799 -70.51187 (879*2π)/9321 weeks
8803.79549 -31.96342 (880*2π)/9321 weeks
88130.0019 -78.52276 (881*2π)/9321 weeks
88229.26704 -13.07842 (882*2π)/9321 weeks
88319.06847 -39.74744 (883*2π)/9321 weeks
884-14.95468 -16.2126 (884*2π)/9321 weeks
8859.50579 -78.38664 (885*2π)/9321 weeks
8868.57594 -29.46524 (886*2π)/9321 weeks
88714.81797 -82.68578 (887*2π)/9321 weeks
88830.03135 -33.80593 (888*2π)/9321 weeks
88925.89452 -59.35712 (889*2π)/9321 weeks
89018.57876 -29.81579 (890*2π)/9321 weeks
89130.11494 -65.97744 (891*2π)/9321 weeks
89239.68491 -15.41923 (892*2π)/9321 weeks
89316.07791 -30.32861 (893*2π)/9321 weeks
8947.58971 -12.24315 (894*2π)/9321 weeks
895-11.93451 -28.0425 (895*2π)/9321 weeks
896-33.178 -40.48026 (896*2π)/9321 weeks
897-13.72246 -86.81193 (897*2π)/9321 weeks
89810.63926 -75.6749 (898*2π)/9321 weeks
89934.42704 -68.99737 (899*2π)/9321 weeks
9001.25243 -29.11037 (900*2π)/9321 weeks
9013.44974 -90.38849 (901*2π)/9321 weeks
90218.4369 -32.98501 (902*2π)/9321 weeks
903-18.49801 -85.05136 (903*2π)/9321 weeks
90429.3622 -78.14256 (904*2π)/9321 weeks
90527.95416 -50.82282 (905*2π)/9321 weeks
906-19.51932 -18.4744 (906*2π)/9321 weeks
907-55.16465 -101.0331 (907*2π)/9321 weeks
908-4.78044 -88.75055 (908*2π)/9321 weeks
909-47.74846 -131.6606 (909*2π)/9321 weeks
91031.4456 -146.2762 (910*2π)/9321 weeks
91113.02374 -141.3111 (911*2π)/9321 weeks
91291.56612 -125.7322 (912*2π)/9321 weeks
91341.12716 -73.50182 (913*2π)/9321 weeks
91428.86009 -59.29901 (914*2π)/9321 weeks
915-34.08231 -110.3305 (915*2π)/9321 weeks
91621.75574 -116.9364 (916*2π)/9321 weeks
917-55.87106 -136.0015 (917*2π)/9321 weeks
91828.85006 -212.7997 (918*2π)/9321 weeks
91941.04815 -186.9442 (919*2π)/9321 weeks
92096.88514 -155.3806 (920*2π)/9321 weeks
92148.85471 -137.8657 (921*2π)/9321 weeks
92216.59358 -80.49064 (922*2π)/9321 weeks
923-105.5869 -234.3613 (923*2π)/9321 weeks
9245.20566 -274.7407 (924*2π)/9321 weeks
92530.6431 -394.0586 (925*2π)/9321 weeks
926170.1321 -202.4763 (926*2π)/9321 weeks
927-117.1497 -325.8264 (927*2π)/9321 weeks
928-44.6019 -406.0472 (928*2π)/9321 weeks
929-210.1581 -859.0593 (929*2π)/9321 weeks
930162.2276 -1,251.125 (930*2π)/9321 weeks



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