Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.727358642373541
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
296.598.4-1.90000000000001
397.497.01801857949030.381981420509732
499.297.29585606692411.90414393307586
5100.898.680851612972.11914838702998
6101.8100.2222325067481.57776749325177
7102.7101.3698353286211.33016467137907
8100102.337342098128-2.33734209812846
9100.8100.6372561228710.162743877128776
10101.7100.7556292883940.944370711605785
1199101.442525487085-2.44252548708513
12101.799.66593346483612.03406653516389
13100.2101.145429338350-0.945429338350365
14101.2100.4577631383480.742236861652273
1599.5100.997635534359-1.49763553435872
16100.899.90831738531720.891682614682807
17100.7100.5568904413610.143109558639040
1899.5100.660982415643-1.16098241564333
1999.499.8165318219814-0.416531821981437
20101.199.51356380143961.58643619856035
2197.2100.667471881037-3.46747188103674
2298.198.1453762411774-0.0453762411774363
2397.898.1123714399986-0.3123714399986
2495.597.885165373485-2.38516537348495
2596.396.15029472559060.149705274409442
2693.696.2591841507412-2.65918415074117
2796.794.32500357703682.37499642296318
2895.196.0524777508853-0.95247775088535
2997.795.35968482711042.34031517288963
3096.597.0619332939896-0.561933293989568
3198.196.65320625616881.44679374383117
3297.397.7055441894764-0.405544189476402
339797.4105681183964-0.41056811839637
3493.797.1119378491977-3.41193784919773
3595.694.63023536734240.969764632657629
3694.695.3356020539741-0.735602053974105
3795.194.80055554266830.299444457331688
3894.595.0183590566194-0.51835905661936
3993.694.6413261169347-1.04132611693468
4092.193.883908566253-1.78390856625296
4195.992.58636725338473.31363274661534
4298.194.99656666928733.10343333071269
4398.297.25387572341130.94612427658872
4496.297.9420473927475-1.74204739274749
4594.196.6749541662083-2.57495416620831
469594.8020389997010.197961000299060
4793.494.9460276441214-1.54602764412137
4895.493.82151107582131.57848892417871
4993.594.9696386367136-1.46963863671360
5094.593.90068427313390.599315726866109
5194.394.3366017465803-0.0366017465803452
5295.794.30997914987921.39002085012083
5398.495.3210228282943.07897717170603
5499.497.56054348380521.8394565161948
5599.298.89848807812980.301511921870187
569999.1177953802808-0.117795380280754
5799.499.03211589240190.367884107598130
5899.399.29969957745530.000300422544739831
5998.699.2999180923895-0.699918092389538
6098.798.7908266189364-0.09082661893639
619698.7247630926954-2.72476309269544
6298.796.7428831088031.95711689119705
63100.198.16640899375041.93359100624963
6410099.57282312296180.427176877038221
65101.599.88353391629771.61646608370233
66101.5101.0592844923820.440715507617725
67103.8101.3798427256762.42015727432393
68104.1103.1401650350590.959834964941223
69101103.838309292061-2.83830929206107
70104.9101.7738404987513.12615950124868
71104.4104.0476796294230.352320370577289
72105.6104.3039428958461.29605710415363
73103.4105.246641231562-1.84664123156213
74101.7103.903470772422-2.20347077242209
75103.5102.3007572628831.19924273711662
76101.2103.173036832029-1.97303683202885
77105.4101.7379314405313.66206855946865
78105.4104.4015686562250.998431343774698
79108.6105.1277863229363.47221367706354
80110.6107.6533309491162.94666905088376
81110.2109.7966161494910.403383850508817
82106.2110.090020879353-3.89002087935269
83108.6107.2605805737421.33941942625800
84107.5108.234818869194-0.73481886919376
85106.9107.700342014107-0.800342014106519
86108.4107.1182063332911.28179366670851
87109.9108.0505300345121.84946996548841
88108.6109.395757997720-0.795757997719889
89106.5108.816956540840-2.31695654084045
90105.7107.131698176856-1.43169817685624
91105.6106.090340134649-0.490340134649415
92104.2105.733687000010-1.53368700000955
93105.1104.6181465058570.481853494143337
94102.7104.968626809180-2.26862680917969
95108.3103.3185214932034.98147850679746
96104.2106.941842936920-2.74184293691971
97105.4104.9475397807200.452460219279700
98104.6105.276640631544-0.676640631543634
99106.4104.7844802204091.61551977959073
100111105.959542494025.04045750598
101111.7109.6257628225112.07423717748887
102113.8111.1344771598902.66552284010983
103115.9113.0732682340882.82673176591189
104117.3115.1293160136962.17068398630404
105113.6116.708181770996-3.10818177099605
106113.6114.447418897794-0.84741889779417
107114.6113.8310414387730.76895856122708
108113.2114.390350093909-1.19035009390855
109112.8113.524538665654-0.724538665654009
110109.6112.997539205457-3.39753920545678
111111.1110.5263097015650.573690298435139
112109.7110.943588298178-1.24358829817751
113113110.0390536019432.96094639805651
114111112.192723554175-1.19272355417471
115113.3111.3251857690831.97481423091675
116111.8112.761583967023-0.961583967022804
117107.2112.062167558241-4.86216755824093
118106.4108.525627964086-2.12562796408612
119110106.9795340939373.02046590606280
120108.2109.176496074707-0.976496074706603
121108.2108.466233215525-0.266233215524920


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
122108.272586185326104.467761022791112.077411347861
123108.272586185326103.567737796666112.977434573986
124108.272586185326102.814152142206113.731020228446
125108.272586185326102.152667391264114.392504979388
126108.272586185326101.556016384547114.989155986105
127108.272586185326101.008206395450115.536965975201
128108.272586185326100.498905102700116.046267267951
129108.272586185326100.02097898326116.524193387392
130108.27258618532699.5692577840759116.975914586576
131108.27258618532699.139852251677117.405320118975
132108.27258618532698.7297494505996117.815422920052
133108.27258618532698.3365589717732118.208613398879