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Fourier Analysis of AAD


AAD appears to have interesting cyclic behaviour every 97 weeks (84.8108*sine), 89 weeks (82.4105*sine), and 107 weeks (70.353*sine).

AAD has an average price of 145.44 (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 3/11/1996 to 12/5/2016 for AAD, this program was able to calculate the following Fourier Series:
Sequence #Cosine Coefficients Sine Coefficients FrequenciesPeriod
0145.4378   0 
1199.8764 122.5571 (1*2π)/10711,071 weeks
2104.9577 109.6325 (2*2π)/1071536 weeks
378.32698 54.4262 (3*2π)/1071357 weeks
4120.016 25.56695 (4*2π)/1071268 weeks
5159.214 76.90509 (5*2π)/1071214 weeks
6121.2999 140.8719 (6*2π)/1071179 weeks
755.30236 147.8375 (7*2π)/1071153 weeks
812.48593 115.2451 (8*2π)/1071134 weeks
911.68799 74.82686 (9*2π)/1071119 weeks
1032.88675 70.35299 (10*2π)/1071107 weeks
1126.38783 84.8108 (11*2π)/107197 weeks
1210.39813 82.41054 (12*2π)/107189 weeks
13-2.23251 73.50175 (13*2π)/107182 weeks
14-6.61193 59.01059 (14*2π)/107177 weeks
15-3.2953 52.99804 (15*2π)/107171 weeks
16-9.95635 49.85464 (16*2π)/107167 weeks
17-12.07382 34.55054 (17*2π)/107163 weeks
18-.47653 26.1346 (18*2π)/107160 weeks
198.20399 28.88743 (19*2π)/107156 weeks
2011.19233 38.30993 (20*2π)/107154 weeks
21-2.67674 46.05286 (21*2π)/107151 weeks
22-16.25986 31.67446 (22*2π)/107149 weeks
23-10.55802 14.11965 (23*2π)/107147 weeks
243.77314 8.67523 (24*2π)/107145 weeks
2516.70046 14.98694 (25*2π)/107143 weeks
2617.17821 30.15529 (26*2π)/107141 weeks
273.35123 35.42113 (27*2π)/107140 weeks
28-6.1381 26.22988 (28*2π)/107138 weeks
29-4.93589 13.80713 (29*2π)/107137 weeks
308.44742 6.57129 (30*2π)/107136 weeks
3120.02838 17.26296 (31*2π)/107135 weeks
3215.87796 29.88438 (32*2π)/107133 weeks
335.18179 32.63637 (33*2π)/107132 weeks
34-1.91975 26.40871 (34*2π)/107132 weeks
35.35481 19.52432 (35*2π)/107131 weeks
364.19797 20.88567 (36*2π)/107130 weeks
371.5573 22.60199 (37*2π)/107129 weeks
38.30559 19.25702 (38*2π)/107128 weeks
392.90044 18.88072 (39*2π)/107127 weeks
402.84163 20.77066 (40*2π)/107127 weeks
41.51717 23.21542 (41*2π)/107126 weeks
42-6.16612 21.9878 (42*2π)/107126 weeks
43-9.02131 13.02346 (43*2π)/107125 weeks
44-1.96826 6.00582 (44*2π)/107124 weeks
456.37394 8.32337 (45*2π)/107124 weeks
468.82037 16.30329 (46*2π)/107123 weeks
471.52424 22.09921 (47*2π)/107123 weeks
48-6.71512 16.59976 (48*2π)/107122 weeks
49-4.43801 7.37476 (49*2π)/107122 weeks
502.93795 5.79863 (50*2π)/107121 weeks
517.70764 9.85867 (51*2π)/107121 weeks
526.48327 15.73924 (52*2π)/107121 weeks
531.82726 16.64836 (53*2π)/107120 weeks
54-.5756 14.64492 (54*2π)/107120 weeks
55-1.73103 12.25372 (55*2π)/107119 weeks
56-.28882 9.09722 (56*2π)/107119 weeks
572.37639 8.93203 (57*2π)/107119 weeks
584.13783 10.19993 (58*2π)/107118 weeks
594.52625 12.64519 (59*2π)/107118 weeks
601.99433 15.08925 (60*2π)/107118 weeks
61-1.74958 13.34281 (61*2π)/107118 weeks
62-2.00258 10.28725 (62*2π)/107117 weeks
63-1.15185 7.84003 (63*2π)/107117 weeks
642.04653 6.66038 (64*2π)/107117 weeks
654.39416 8.83321 (65*2π)/107116 weeks
664.27399 11.93642 (66*2π)/107116 weeks
671.00708 14.07243 (67*2π)/107116 weeks
68-3.15586 12.32676 (68*2π)/107116 weeks
69-4.14205 7.27575 (69*2π)/107116 weeks
70-.14678 3.9788 (70*2π)/107115 weeks
714.22533 5.83151 (71*2π)/107115 weeks
724.11166 10.39956 (72*2π)/107115 weeks
73.00654 11.84729 (73*2π)/107115 weeks
74-3.24349 8.77852 (74*2π)/107114 weeks
75-1.93247 4.75703 (75*2π)/107114 weeks
761.02068 4.22616 (76*2π)/107114 weeks
772.18532 5.3182 (77*2π)/107114 weeks
782.08961 6.24515 (78*2π)/107114 weeks
791.10646 5.53004 (79*2π)/107114 weeks
802.67285 4.30221 (80*2π)/107113 weeks
813.95426 5.60982 (81*2π)/107113 weeks
823.26624 6.73027 (82*2π)/107113 weeks
832.15968 6.45456 (83*2π)/107113 weeks
841.54275 4.46125 (84*2π)/107113 weeks
854.85466 2.2925 (85*2π)/107113 weeks
868.6345 5.52268 (86*2π)/107112 weeks
877.45552 10.20243 (87*2π)/107112 weeks
883.17397 11.72225 (88*2π)/107112 weeks
89-.38829 8.8528 (89*2π)/107112 weeks
901.10353 4.20697 (90*2π)/107112 weeks
916.14588 4.5221 (91*2π)/107112 weeks
927.31901 9.28479 (92*2π)/107112 weeks
933.96662 12.50636 (93*2π)/107112 weeks
94-.74272 11.44092 (94*2π)/107111 weeks
95-1.75217 6.99045 (95*2π)/107111 weeks
96.78699 5.0755 (96*2π)/107111 weeks
972.69022 5.68778 (97*2π)/107111 weeks
983.03325 7.01125 (98*2π)/107111 weeks
992.42218 7.59284 (99*2π)/107111 weeks
1002.23079 7.78002 (100*2π)/107111 weeks
1011.6433 8.53238 (101*2π)/107111 weeks
102-.21002 8.5515 (102*2π)/107111 weeks
103-1.65027 6.32818 (103*2π)/107110 weeks
104.08862 3.83322 (104*2π)/107110 weeks
1052.75988 4.4593 (105*2π)/107110 weeks
1063.377 7.15256 (106*2π)/107110 weeks
107.78707 9.32983 (107*2π)/107110 weeks
108-3.03823 7.4271 (108*2π)/107110 weeks
109-2.96882 3.33201 (109*2π)/107110 weeks
110-.57647 1.23425 (110*2π)/107110 weeks
1112.68961 1.04802 (111*2π)/107110 weeks
1124.42914 3.98339 (112*2π)/107110 weeks
1132.60783 5.99197 (113*2π)/10719 weeks
114.72035 5.51475 (114*2π)/10719 weeks
115-.4205 3.27887 (115*2π)/10719 weeks
1161.7823 .595 (116*2π)/10719 weeks
1175.50788 1.46062 (117*2π)/10719 weeks
1186.6465 5.02437 (118*2π)/10719 weeks
1194.49626 7.54908 (119*2π)/10719 weeks
1201.55742 7.14822 (120*2π)/10719 weeks
1211.06314 4.33002 (121*2π)/10719 weeks
1223.75487 3.4997 (122*2π)/10719 weeks
1234.95563 6.10928 (123*2π)/10719 weeks
1243.15155 8.00799 (124*2π)/10719 weeks
125.70144 7.45148 (125*2π)/10719 weeks
126.51292 5.21403 (126*2π)/10719 weeks
1272.28358 5.05791 (127*2π)/10718 weeks
1282.40541 6.97029 (128*2π)/10718 weeks
129.0933 7.97449 (129*2π)/10718 weeks
130-2.28164 5.94359 (130*2π)/10718 weeks
131-1.37142 2.97299 (131*2π)/10718 weeks
1321.16697 2.90065 (132*2π)/10718 weeks
1331.73832 5.06558 (133*2π)/10718 weeks
134-.72382 6.11204 (134*2π)/10718 weeks
135-2.74744 3.8901 (135*2π)/10718 weeks
136-1.96528 .9746 (136*2π)/10718 weeks
137.70017 -.01517 (137*2π)/10718 weeks
1382.52867 1.52914 (138*2π)/10718 weeks
1391.93095 3.25253 (139*2π)/10718 weeks
140.2925 3.08236 (140*2π)/10718 weeks
141.22183 1.37045 (141*2π)/10718 weeks
1421.55235 1.1014 (142*2π)/10718 weeks
1431.75603 1.62682 (143*2π)/10717 weeks
1441.64012 1.81819 (144*2π)/10717 weeks
145.79206 1.45291 (145*2π)/10717 weeks
1461.42981 -.21879 (146*2π)/10717 weeks
1473.02171 .01069 (147*2π)/10717 weeks
1483.232 .88544 (148*2π)/10717 weeks
1492.78383 .97752 (149*2π)/10717 weeks
1502.4745 .25304 (150*2π)/10717 weeks
1513.38343 -1.0213 (151*2π)/10717 weeks
1525.17703 -.98981 (152*2π)/10717 weeks
1536.40924 -.13574 (153*2π)/10717 weeks
1547.20579 1.29192 (154*2π)/10717 weeks
1556.64161 2.69731 (155*2π)/10717 weeks
1565.82338 2.79806 (156*2π)/10717 weeks
1575.91727 2.31831 (157*2π)/10717 weeks
1586.85368 2.40797 (158*2π)/10717 weeks
1597.75628 3.5966 (159*2π)/10717 weeks
1607.52079 5.59041 (160*2π)/10717 weeks
1615.59236 6.52024 (161*2π)/10717 weeks
1624.53799 5.9102 (162*2π)/10717 weeks
1634.16362 5.4096 (163*2π)/10717 weeks
1644.37352 5.08465 (164*2π)/10717 weeks
1654.52112 5.60211 (165*2π)/10716 weeks
1663.78022 6.02504 (166*2π)/10716 weeks
1673.06983 5.7051 (167*2π)/10716 weeks
1682.931 5.23854 (168*2π)/10716 weeks
1692.86754 5.21203 (169*2π)/10716 weeks
1702.36979 5.0101 (170*2π)/10716 weeks
1712.24491 4.13089 (171*2π)/10716 weeks
1723.13611 3.57544 (172*2π)/10716 weeks
1734.1463 4.29385 (173*2π)/10716 weeks
1743.70137 5.65124 (174*2π)/10716 weeks
1752.24522 5.78646 (175*2π)/10716 weeks
1761.51372 4.5241 (176*2π)/10716 weeks
1772.46855 3.44055 (177*2π)/10716 weeks
1783.58302 4.23954 (178*2π)/10716 weeks
1793.01149 5.31248 (179*2π)/10716 weeks
1802.13102 5.0113 (180*2π)/10716 weeks
1812.02125 4.70923 (181*2π)/10716 weeks
1822.07291 4.27034 (182*2π)/10716 weeks
1832.64322 4.66622 (183*2π)/10716 weeks
1841.59137 5.48817 (184*2π)/10716 weeks
185.64086 4.35219 (185*2π)/10716 weeks
186.94536 3.3059 (186*2π)/10716 weeks
1872.16214 2.78207 (187*2π)/10716 weeks
1883.20217 4.22229 (188*2π)/10716 weeks
1891.64135 5.795 (189*2π)/10716 weeks
190-.61877 4.6772 (190*2π)/10716 weeks
191-.50011 2.20405 (191*2π)/10716 weeks
1921.36911 1.20525 (192*2π)/10716 weeks
1932.97361 2.27433 (193*2π)/10716 weeks
1942.30607 3.91401 (194*2π)/10716 weeks
195.89651 3.59456 (195*2π)/10715 weeks
196.41089 2.49048 (196*2π)/10715 weeks
197.92404 1.13285 (197*2π)/10715 weeks
1982.38442 .88118 (198*2π)/10715 weeks
1993.06735 1.6551 (199*2π)/10715 weeks
2002.82037 2.03315 (200*2π)/10715 weeks
2013.0429 1.75192 (201*2π)/10715 weeks
2023.4315 1.82088 (202*2π)/10715 weeks
2034.21698 2.06918 (203*2π)/10715 weeks
2044.40546 3.32339 (204*2π)/10715 weeks
2053.38096 3.63589 (205*2π)/10715 weeks
2063.48133 3.08823 (206*2π)/10715 weeks
2074.21814 3.37973 (207*2π)/10715 weeks
2084.50721 4.6983 (208*2π)/10715 weeks
2093.30382 6.19075 (209*2π)/10715 weeks
210.96964 6.141 (210*2π)/10715 weeks
211-.05677 4.04495 (211*2π)/10715 weeks
212.88038 2.89248 (212*2π)/10715 weeks
2131.65509 2.98559 (213*2π)/10715 weeks
2141.7136 3.66744 (214*2π)/10715 weeks
215.5209 3.82558 (215*2π)/10715 weeks
216-.0096 2.49418 (216*2π)/10715 weeks
217.38346 1.64343 (217*2π)/10715 weeks
218.69348 .72303 (218*2π)/10715 weeks
2192.1766 -.14948 (219*2π)/10715 weeks
2203.76747 .62091 (220*2π)/10715 weeks
2214.145 1.81526 (221*2π)/10715 weeks
2224.09837 2.87927 (222*2π)/10715 weeks
2233.02897 3.44411 (223*2π)/10715 weeks
2242.74037 2.8643 (224*2π)/10715 weeks
2252.80969 3.07633 (225*2π)/10715 weeks
2262.59442 2.66374 (226*2π)/10715 weeks
2273.44346 2.85931 (227*2π)/10715 weeks
2283.37498 3.9678 (228*2π)/10715 weeks
2292.3491 4.83451 (229*2π)/10715 weeks
230.60996 4.6877 (230*2π)/10715 weeks
231-.66287 2.86209 (231*2π)/10715 weeks
232.32565 .63413 (232*2π)/10715 weeks
2332.45196 .55611 (233*2π)/10715 weeks
2343.2843 1.84794 (234*2π)/10715 weeks
2352.66597 3.16513 (235*2π)/10715 weeks
236.97975 2.77887 (236*2π)/10715 weeks
2371.10278 1.07646 (237*2π)/10715 weeks
2382.15675 .54864 (238*2π)/10715 weeks
2393.22888 .51278 (239*2π)/10714 weeks
2404.24659 1.35641 (240*2π)/10714 weeks
2414.14938 2.73839 (241*2π)/10714 weeks
2423.26425 3.35622 (242*2π)/10714 weeks
2432.17549 3.32712 (243*2π)/10714 weeks
2441.3905 2.21318 (244*2π)/10714 weeks
2452.2114 .78107 (245*2π)/10714 weeks
2463.80336 .89369 (246*2π)/10714 weeks
2474.63907 2.27965 (247*2π)/10714 weeks
2483.80391 3.67251 (248*2π)/10714 weeks
2492.288 3.60496 (249*2π)/10714 weeks
2501.71322 2.23832 (250*2π)/10714 weeks
2512.68811 1.16481 (251*2π)/10714 weeks
2523.97074 1.46738 (252*2π)/10714 weeks
2534.55815 2.56454 (253*2π)/10714 weeks
2544.10297 3.59937 (254*2π)/10714 weeks
2553.28692 3.97488 (255*2π)/10714 weeks
2562.50853 3.86976 (256*2π)/10714 weeks
2572.00258 3.17998 (257*2π)/10714 weeks
2582.08506 2.49165 (258*2π)/10714 weeks
2592.82129 1.91728 (259*2π)/10714 weeks
2603.84854 2.27434 (260*2π)/10714 weeks
2614.1013 3.5867 (261*2π)/10714 weeks
2623.00737 4.44082 (262*2π)/10714 weeks
2631.9467 3.78211 (263*2π)/10714 weeks
2642.05407 3.12241 (264*2π)/10714 weeks
2652.3068 2.59897 (265*2π)/10714 weeks
2663.39098 2.66734 (266*2π)/10714 weeks
2673.66198 4.05275 (267*2π)/10714 weeks
2682.60256 5.08119 (268*2π)/10714 weeks
269.93089 4.92401 (269*2π)/10714 weeks
270.07093 3.4904 (270*2π)/10714 weeks
271.58227 2.33327 (271*2π)/10714 weeks
2721.17293 1.89655 (272*2π)/10714 weeks
2731.83362 1.86414 (273*2π)/10714 weeks
2742.0662 2.18186 (274*2π)/10714 weeks
2751.9951 2.25123 (275*2π)/10714 weeks
2761.89067 2.19066 (276*2π)/10714 weeks
2771.84316 1.68914 (277*2π)/10714 weeks
2782.56633 1.13749 (278*2π)/10714 weeks
2793.61766 1.4336 (279*2π)/10714 weeks
2804.20454 2.26607 (280*2π)/10714 weeks
2814.26454 3.41911 (281*2π)/10714 weeks
2823.45965 4.21088 (282*2π)/10714 weeks
2832.65509 4.13751 (283*2π)/10714 weeks
2842.45749 3.87817 (284*2π)/10714 weeks
2852.37243 3.867 (285*2π)/10714 weeks
2862.32509 3.7768 (286*2π)/10714 weeks
2872.53451 3.98433 (287*2π)/10714 weeks
2882.43334 4.61628 (288*2π)/10714 weeks
2891.65478 5.22406 (289*2π)/10714 weeks
290.31739 5.17666 (290*2π)/10714 weeks
291-.61987 3.84017 (291*2π)/10714 weeks
292-.05376 2.41193 (292*2π)/10714 weeks
2931.29181 2.28049 (293*2π)/10714 weeks
2941.97468 3.33529 (294*2π)/10714 weeks
2951.10619 4.73934 (295*2π)/10714 weeks
296-.889 4.34873 (296*2π)/10714 weeks
297-1.45937 2.52034 (297*2π)/10714 weeks
298-.53236 1.12312 (298*2π)/10714 weeks
299.93018 1.01934 (299*2π)/10714 weeks
3001.57988 2.13021 (300*2π)/10714 weeks
301.81063 2.77166 (301*2π)/10714 weeks
302.29864 2.354 (302*2π)/10714 weeks
303.37945 1.95605 (303*2π)/10714 weeks
304.4277 1.7706 (304*2π)/10714 weeks
305.68873 1.53536 (305*2π)/10714 weeks
3061.00467 1.50758 (306*2π)/10714 weeks
3071.38934 1.86916 (307*2π)/10713 weeks
3081.12324 2.48747 (308*2π)/10713 weeks
309.40393 2.6236 (309*2π)/10713 weeks
310-.34697 2.11905 (310*2π)/10713 weeks
311-.3254 1.04074 (311*2π)/10713 weeks
312.36005 .61412 (312*2π)/10713 weeks
313.95918 .603 (313*2π)/10713 weeks
3141.25408 1.10116 (314*2π)/10713 weeks
315.96284 1.32373 (315*2π)/10713 weeks
316.62504 1.24307 (316*2π)/10713 weeks
317.40605 .62351 (317*2π)/10713 weeks
318.9826 -.06793 (318*2π)/10713 weeks
3191.85133 .05979 (319*2π)/10713 weeks
3202.34241 .56902 (320*2π)/10713 weeks
3212.40762 1.23979 (321*2π)/10713 weeks
3221.90715 1.80801 (322*2π)/10713 weeks
3231.21952 1.45875 (323*2π)/10713 weeks
3241.48512 .9521 (324*2π)/10713 weeks
3251.6891 1.12217 (325*2π)/10713 weeks
3261.65847 1.00068 (326*2π)/10713 weeks
3271.81342 .99771 (327*2π)/10713 weeks
3282.15756 .87869 (328*2π)/10713 weeks
3292.62228 1.54629 (329*2π)/10713 weeks
3301.95788 2.32122 (330*2π)/10713 weeks
3311.04233 2.03521 (331*2π)/10713 weeks
332.81928 1.02108 (332*2π)/10713 weeks
3331.8558 .33573 (333*2π)/10713 weeks
3343.07414 1.32459 (334*2π)/10713 weeks
3352.36136 2.88779 (335*2π)/10713 weeks
336.8634 2.9689 (336*2π)/10713 weeks
337-.15451 1.98459 (337*2π)/10713 weeks
338.00187 .43084 (338*2π)/10713 weeks
3391.45974 .04623 (339*2π)/10713 weeks
3401.93189 .86698 (340*2π)/10713 weeks
3411.58736 1.29896 (341*2π)/10713 weeks
3421.1517 1.01444 (342*2π)/10713 weeks
3431.49713 .48323 (343*2π)/10713 weeks
3442.08989 .66645 (344*2π)/10713 weeks
3452.01714 1.21531 (345*2π)/10713 weeks
3461.73993 .93574 (346*2π)/10713 weeks
3472.41439 .70277 (347*2π)/10713 weeks
3483.06034 1.64222 (348*2π)/10713 weeks
3492.54208 2.88169 (349*2π)/10713 weeks
350.88743 3.32998 (350*2π)/10713 weeks
351-.29011 1.94115 (351*2π)/10713 weeks
352.34414 .40836 (352*2π)/10713 weeks
3531.98799 .47739 (353*2π)/10713 weeks
3542.40176 2.23025 (354*2π)/10713 weeks
355.7053 3.35899 (355*2π)/10713 weeks
356-1.25305 2.35574 (356*2π)/10713 weeks
357-1.49363 .14314 (357*2π)/10713 weeks
358.13413 -1.02085 (358*2π)/10713 weeks
3591.35653 -.31592 (359*2π)/10713 weeks
3601.08582 .61965 (360*2π)/10713 weeks
361.1189 .36619 (361*2π)/10713 weeks
362.1531 -.96375 (362*2π)/10713 weeks
3631.46278 -1.40583 (363*2π)/10713 weeks
3642.18068 -.68015 (364*2π)/10713 weeks
3651.91066 -.12347 (365*2π)/10713 weeks
3661.48936 -.54209 (366*2π)/10713 weeks
3672.20054 -1.30378 (367*2π)/10713 weeks
3683.50522 -.88351 (368*2π)/10713 weeks
3693.95241 .52116 (369*2π)/10713 weeks
3702.99619 1.76177 (370*2π)/10713 weeks
3711.52254 1.31457 (371*2π)/10713 weeks
3721.58808 .02514 (372*2π)/10713 weeks
3732.78887 -.39508 (373*2π)/10713 weeks
3743.8099 .74215 (374*2π)/10713 weeks
3753.14195 2.35858 (375*2π)/10713 weeks
3761.28565 2.43267 (376*2π)/10713 weeks
377.4465 .88153 (377*2π)/10713 weeks
3781.59823 -.41991 (378*2π)/10713 weeks
3792.91712 .26778 (379*2π)/10713 weeks
3802.87168 1.57684 (380*2π)/10713 weeks
3811.58368 2.19449 (381*2π)/10713 weeks
382.46235 1.09403 (382*2π)/10713 weeks
3831.25608 -.10232 (383*2π)/10713 weeks
3842.26986 .34496 (384*2π)/10713 weeks
3852.11186 1.39236 (385*2π)/10713 weeks
386.80564 1.55415 (386*2π)/10713 weeks
387.23431 .16632 (387*2π)/10713 weeks
3881.23146 -.63713 (388*2π)/10713 weeks
3892.02814 -.18762 (389*2π)/10713 weeks
3901.80419 .53299 (390*2π)/10713 weeks
391.7769 .50744 (391*2π)/10713 weeks
392.43258 -.99129 (392*2π)/10713 weeks
3931.69221 -1.97823 (393*2π)/10713 weeks
3942.95255 -1.57005 (394*2π)/10713 weeks
3953.35458 -.82761 (395*2π)/10713 weeks
3963.2296 -.32275 (396*2π)/10713 weeks
3973.11331 -.38102 (397*2π)/10713 weeks
3983.44196 -.37744 (398*2π)/10713 weeks
3993.66561 -.10607 (399*2π)/10713 weeks
4003.82814 .10274 (400*2π)/10713 weeks
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