Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.410159378916772
beta0.0621038460609066
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13659663.780715811966-4.78071581196593
14655657.445024279532-2.44502427953159
15655656.755057715721-1.75505771572114
16655656.178381745534-1.17838174553435
17674674.724885200313-0.724885200312883
18674675.022263229662-1.02226322966226
19665656.0049626300368.9950373699644
20644649.533811019997-5.53381101999696
21638648.045889448822-10.0458894488220
22648643.3264029245354.67359707546484
23641645.721633268688-4.72163326868827
24637645.143050085044-8.14305008504437
25651634.84219001543516.1578099845648
26649638.3260144900910.6739855099097
27652643.6117743147978.38822568520277
28650647.9818537838062.01814621619417
29661668.63460303119-7.63460303119052
30666666.274151416039-0.274151416038649
31652653.843024530955-1.84302453095540
32624634.451480795414-10.4514807954143
33613628.25450405094-15.2545040509395
34623629.917510515415-6.91751051541473
35615621.558300715687-6.55830071568744
36613617.702965915233-4.70296591523311
37621622.72901586869-1.72901586868954
38612614.768479643678-2.76847964367835
39611611.976710575761-0.976710575761217
40609607.2940521304461.70594786955371
41631620.66292437849710.3370756215032
42632629.0107594955282.98924050447249
43624616.0714258158657.92857418413473
44596594.9377520486621.06224795133801
45584590.251078380621-6.25107838062115
46587600.374618770544-13.3746187705436
47581589.26456046195-8.26456046194949
48574585.445994867391-11.4459948673914
49593588.9309789730864.06902102691436
50582582.353628527687-0.353628527687079
51571581.288888234256-10.2888882342560
52572573.811586256488-1.81158625648811
53594590.1815908948843.81840910511585
54588590.708527852677-2.70852785267698
55571577.387330105693-6.38733010569263
56546545.0088637014340.991136298566403
57535534.6545624912430.345437508756618
58537542.125238354085-5.12523835408547
59527536.466258996523-9.46625899652327
60515529.3010542324-14.3010542324005
61545539.7164581459535.2835418540468
62538530.009595872467.9904041275397
63520525.700561661114-5.70056166111408
64523524.415880544631-1.41588054463057
65541543.589485776745-2.58948577674505
66529536.795585282875-7.79558528287532
67504518.245669553395-14.2456695533951
68473485.823672713266-12.8236727132661
69455467.897863252303-12.8978632523032
70458464.848133213476-6.84813321347644
71450454.016380624446-4.01638062444562
72442444.467956419912-2.46795641991201
73469469.823245445614-0.823245445613793
74455457.587328167737-2.58732816773681
75439438.9738928201470.0261071798527723
76443440.8208527744472.17914722555275
77461459.1238417445161.87615825548397
78451449.5516384924671.44836150753252
79425429.684999153194-4.6849991531945
80393400.962993010947-7.96299301094672
81366384.050730431177-18.050730431177
82359381.388277941086-22.3882779410861
83351364.389423828184-13.3894238281839
84343350.207678811148-7.20767881114836
85366372.766108399427-6.76610839942651
86355355.077827879593-0.0778278795927463
87344337.1248065079626.87519349203808
88351341.3150056751599.6849943248414
89367360.9731372766556.02686272334518
90364351.41204545642212.5879545435781
91353331.34145538579521.6585446142055
92313311.0067880878811.99321191211931
93278291.997389437932-13.9973894379323
94274288.311630089255-14.3116300892552
95261280.011749786204-19.0117497862039
96255267.105356053602-12.1053560536021
97274287.725814278332-13.7258142783319
98262270.761084446498-8.76108444649827
99265252.75965415639612.2403458436038
100274260.35635501474813.6436449852524
101291279.12988579283611.8701142071636
102289275.63373501941513.3662649805847
103277261.05068242130315.9493175786973
104238226.44758557729711.5524144227035
105203201.8432493302031.15675066979736
106198204.489936299126-6.48993629912613
107190197.127298964809-7.12729896480883
108187193.973245567061-6.97324556706093
109201216.677752309969-15.6777523099687
110181202.725972776541-21.7259727765409
111181192.349277495900-11.3492774958997
112196191.0522187133094.94778128669063
113207204.9454765515422.05452344845781
114202197.7883498902964.21165010970421
115186180.2233350135395.7766649864605
116154137.84453409613516.1554659038653
117120108.10382581868211.8961741813175
118107110.026049167775-3.02604916777503
11999103.177436709157-4.17743670915672
120100100.868525698083-0.868525698082635


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121120.642532975459103.13276033637138.152305614547
122109.65285971650890.5537577689906128.751961664026
123114.96050186289394.224965754181135.696037971606
124128.872846687314106.455213266732151.290480107895
125139.845856114932115.701766789424163.989945440441
126133.881766013898107.968051420728159.795480607068
127116.16848923119088.4430710211985143.893907441181
12878.051103956258848.4729102177818107.629297694736
12939.26918742867617.7980791463627270.7402957109895
13027.3047357634337-6.098557678118260.7080292049856
13120.8896174586161-14.484320352599756.2635552698318
13222.2237279204456-15.158552773353459.6060086142446