Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.384345027192648
beta0.0463295896458016
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13255255.300480769231-0.300480769230774
14259259.140160602771-0.140160602770720
15258257.5389629186330.461037081367351
16258256.5520420533921.44795794660831
17288285.5952224467372.40477755326299
18289286.3823058166242.61769418337627
19271272.589501396703-1.58950139670253
20268263.4430454118674.55695458813261
21274267.5317595141676.46824048583335
22284271.38691054421312.6130894557874
23284278.3283992938675.67160070613261
24279283.202952988042-4.20295298804217
25273275.064105179402-2.06410517940202
26280278.8275860241011.17241397589942
27276278.627311992736-2.62731199273571
28271277.532321219691-6.53232121969137
29298304.426609492209-6.42660949220902
30297302.122437581545-5.1224375815454
31278282.798707335886-4.79870733588564
32270276.179896530020-6.17989653001956
33280277.1044530471722.89554695282754
34289283.0917516553605.90824834463962
35288282.7855036731485.21449632685193
36293280.99971171010412.0002882898957
37285280.2884734081714.71152659182911
38283288.652546358686-5.65254635868632
39275283.372116210301-8.37211621030099
40268277.445008662307-9.44500866230715
41295303.013045551913-8.01304555191268
42290300.601949404772-10.6019494047719
43267278.973825638867-11.9738256388671
44252268.221517178735-16.2215171787346
45268270.169721432029-2.16972143202929
46278275.2705517637882.72944823621174
47280272.4643902782697.53560972173085
48278274.9386986787033.06130132129698
49261265.335555713253-4.33555571325303
50263262.7117501298840.288249870115692
51259257.0161194473561.98388055264411
52265253.56896141140711.4310385885930
53294287.5741340118106.42586598818963
54285288.907732897365-3.90773289736535
55255268.916139130245-13.9161391302451
56231254.675857420555-23.6758574205552
57246262.151002638017-16.1510026380166
58258264.386358525733-6.38635852573339
59265260.3651615083434.63483849165698
60260258.2479322217481.75206777825224
61238242.842356635871-4.84235663587134
62241242.116085761908-1.11608576190832
63239236.1452749785542.85472502144555
64233238.085164094791-5.08516409479051
65265261.6030129661253.39698703387535
66255254.2986679116790.701332088320754
67224228.887013983715-4.88701398371543
68194211.239383769247-17.2393837692469
69210225.06665251076-15.0666525107600
70222232.995315831967-10.9953158319673
71230233.170765275649-3.17076527564896
72225225.322529550495-0.322529550495176
73206204.0665918776891.93340812231122
74204207.366191926987-3.3661919269868
75207202.0626890506564.93731094934387
76195199.039336776433-4.03933677643295
77230227.3244045554562.67559544454357
78221217.2135392213753.78646077862476
79195188.7324179675836.26758203241738
80162167.151100073264-5.15110007326351
81182186.561240636430-4.5612406364302
82203200.8203578487812.17964215121935
83211210.8975732568330.102426743167342
84206206.140000263964-0.140000263963572
85187186.4254434466380.574556553362072
86181185.998201458894-4.9982014588941
87189185.2086271475203.79137285248038
88174176.227006727094-2.22700672709428
89213209.3836725773483.61632742265240
90201200.3759904717980.62400952820218
91177172.2083069099134.79169309008699
92140143.004884997966-3.004884997966
93165163.6163942079191.38360579208063
94192184.4296304412557.57036955874486
95197195.5150762182771.48492378172259
96196191.3794042863354.62059571366467
97176174.2590456868481.74095431315203
98164171.194542581722-7.19454258172203
99177175.2783872495461.72161275045426
100165162.0653908627892.93460913721137
101208201.1646577401126.83534225988757
102195191.9705540383103.02944596169044
103164167.754677086213-3.75467708621264
104123130.775750848478-7.7757508484776
105147152.479697645337-5.47969764533687
106173174.566057446934-1.56605744693428
107176178.332827999186-2.33282799918561
108170174.531733210713-4.53173321071338
109157151.8293046125665.17069538743374
110145144.3513418418310.648658158168786
111148156.848136911331-8.84813691133064
112135140.040466144071-5.04046614407090
113175178.055018767335-3.05501876733521
114168162.1193323504665.88066764953408
115140134.2762469439085.72375305609182
11610998.087110013701310.9128899862987
117129128.3426955959650.657304404034704
118150155.261688528099-5.2616885280986
119150157.134643979543-7.1346439795426
120152150.0473728365661.95262716343359


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121135.839133055065123.164581818624148.513684291507
122123.526361022718109.865300191828137.187421853608
123129.852084587366115.190687049300144.513482125432
124118.871903596675103.195739996269134.548067197082
125160.218379079257143.512600517709176.924157640805
126151.184867259427133.434339208654168.9353953102
127121.106950396081102.296352229679139.917548562483
12885.93269427813366.0465940775685105.818794478697
129105.50580058695084.5287118600039126.482889313896
130128.342138073199106.258563042390150.425713104008
131130.992029179503107.786491969899154.197566389106
132132.276316187401107.933388332629156.619244042172