Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.469691048112616
beta0.300455994256597
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138386.5926816239316-3.59268162393161
147677.5833956371879-1.58339563718788
157776.7944021385840.205597861416024
167270.37469714812541.62530285187455
176461.39284671085872.60715328914131
187066.94842132694383.05157867305624
196975.018381899208-6.01838189920794
207873.72894015779974.27105984220033
218477.04176209153226.95823790846778
229181.64035108170239.3596489182977
239690.06270893524975.93729106475028
2410198.67382864157362.32617135842639
2599101.803545958472-2.80354595847177
269897.8906806257280.109319374271934
2798102.744566298714-4.74456629871405
289797.9532280513072-0.953228051307178
299291.11759495283430.882405047165733
3010698.6920006206997.30799937930114
31100107.145202148465-7.14520214846502
32107113.817987072556-6.81798707255635
33111114.817415673438-3.81741567343757
34115115.577588247146-0.577588247145613
35117116.0645718839040.935428116096247
36120118.2524460054861.74755399451405
37117116.1494953401680.850504659832467
38108113.772726932398-5.77272693239794
39111110.7348294412750.265170558725416
40118108.4591022500889.54089774991193
41113107.1588673296435.8411326703568
42129120.8026247695298.1973752304714
43122122.467137667288-0.467137667287886
44135133.8507348443551.14926515564494
45146142.7085509445633.29144905543666
46151152.054027295175-1.05402729517451
47147156.580586273897-9.58058627389698
48151156.236812945517-5.23681294551687
49156151.3689628314734.63103716852675
50144148.780340552410-4.7803405524096
51151151.075379051861-0.0753790518606365
52159155.1755109546433.82448904535673
53148150.038414410777-2.03841441077736
54170160.9288851286049.07111487139568
55163158.2303498840924.76965011590769
56179173.4912685133315.50873148666875
57184186.708376833063-2.70837683306266
58192191.2603099010620.739690098938382
59197192.6897496366534.31025036334708
60199203.716313693272-4.71631369327176
61205206.941794185064-1.94179418506357
62194197.963313758854-3.96331375885367
63200204.940765425902-4.9407654259021
64211209.9407730822061.05922691779378
65211201.1224387863399.87756121366084
66230225.9095509610254.09044903897453
67229220.2959888545458.70401114545461
68236240.057458559765-4.05745855976522
69239245.334487401686-6.33448740168612
70250250.410767879563-0.41076787956257
71254253.429951850480.570048149520062
72254257.621689750201-3.62168975020074
73264262.695913869341.30408613066021
74258254.4912839414113.5087160585891
75264265.835713240551-1.83571324055060
76277277.289958841612-0.289958841612020
77274274.137939662596-0.137939662595841
78284291.362074898671-7.36207489867076
79279281.409952410558-2.40995241055839
80290286.2093264992493.79067350075098
81287292.098119231321-5.09811923132111
82297299.204085676986-2.20408567698553
83302299.9555975862062.04440241379399
84294300.879471159033-6.87947115903336


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85304.838545394674295.685693040981313.991397748368
86294.809316128952284.084094669302305.534537588601
87298.795162221134286.051654261088311.53867018118
88309.314039898841294.174312088511324.453767709172
89303.802434953038285.947176423893321.657693482183
90314.703407908807293.858013100900335.548802716715
91309.317360248233285.240216865131333.394503631335
92317.359030181487289.833004384508344.885055978467
93315.040740993757283.867241584663346.214240402851
94325.082604339094290.077454234522360.087754443665
95328.440034716885289.430557738399367.449511695371
96322.700419509781279.523340649142365.87749837042