Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.120576301406814
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
215012723
3130129.7732549323570.226745067643265
4119129.800595013975-10.8005950139754
5129128.4982992141970.501700785802626
6129128.5587924393620.44120756063765
7131128.6119916151772.38800838482325
8126128.899928833947-2.8999288339472
9131128.5502661408072.44973385919312
10119128.845645988979-9.84564598897944
11127127.658494410667-0.658494410667473
12137127.5790955901329.42090440986787
13124128.715033399781-4.71503339978113
14152128.14651211142623.8534878885741
15134131.0226774566822.97732254331757
16119131.381671997051-12.3816719970508
17131129.8887357824141.1112642175859
18133130.0227279116562.97727208834365
19131130.3817163683510.618283631649433
20134130.4562667218753.54373327812476
21136130.8835569737245.11644302627624
22122131.500478750191-9.50047875019084
23131130.3549461608990.645053839101195
24138130.4327243670267.56727563297412
25131131.345158474576-0.345158474575811
26166131.30354054231234.6964594576878
27134135.487111295632-1.48711129563171
28121135.307800915824-14.3078009158241
29140133.5826192001296.41738079987095
30137134.3564032416972.6435967583034
31134134.675158361224-0.675158361223879
32141134.5937502631646.40624973683637
33139135.366192162323.63380783768028
34129135.80434327141-6.80434327141029
35136134.9839007262411.0160992737587
36140135.1064182185334.89358178146674
37133135.696468210374-2.69646821037429
38171135.37133804670635.6286619532937
39136139.667310329108-3.66731032910815
40121139.225119613513-18.2251196135133
41143137.0276020978195.97239790218094
42143137.7477317473945.25226825260614
43143138.381030827294.61896917271045
44143138.9379690464474.06203095355292
45147139.4277537150267.57224628497352
46133140.34078716541-7.34078716541009
47140139.455662199590.544337800409664
48144139.521296438284.47870356172035
49143140.0613219488492.93867805115059
50172140.41565687928331.5843431207175
51145144.2239801551420.776019844857615
52127144.317549757854-17.3175497578536
53153142.22946365862310.7705363413768
54149143.5281350948345.47186490516594
55145144.1879123268970.812087673103292
56154144.2858308549389.71416914506244
57149145.4571294416893.54287055831063
58141145.884315669974-4.88431566997357
59149145.2953829515853.70461704841517
60150145.7420719734114.25792802658864
61145146.255477186514-1.25547718651384
62175146.10409639086328.8959036091366
63152149.5882575738612.41174242613914
64139149.879056555551-10.8790565555506
65153148.5673001532874.43269984671323
66157149.101778706057.89822129395
67161150.05411701736710.945882982633
68159151.3739311030457.6260688969553
69155152.2934542849132.70654571508689
70146152.619799556827-6.61979955682673
71162151.8216086102110.1783913897899
72156153.0488813982622.95111860173807
73141153.404716364272-12.4047163642724
74186151.90900154506834.0909984549322
75159156.0195680500292.98043194997106
76140156.378937511151-16.3789375111512
77159154.4040258050834.59597419491678
78158154.9581913748673.04180862513255
79157155.3249614084731.67503859152671
80153155.526931366553-2.52693136655324
81161155.2222433284655.7777566715346
82142155.918903858348-13.9189038583476
83152154.240613911471-2.240613911471
84162153.9704489731458.02955102685482
85146154.938622537921-8.93862253792062
86190153.86083649262736.1391635073734
87154158.218363164282-4.21836316428175
88132157.709728535942-25.7097285359419
89155154.6097445589050.390255441095206
90155154.6568001165960.343199883404054
91150154.69818188918-4.69818188918006
92163154.1316924936468.86830750635374
93160155.2010002125014.79899978749933
94149155.779645857329-6.77964585732943
95171154.96218123500516.0378187649954
96176156.89596210432119.1040378956795
97156159.199456335717-3.1994563357172
98198158.81367772424439.1863222757562
99157163.53861952999-6.53861952998997
100139162.750216970757-23.7502169707574
101160159.8865036508140.11349634918588
102167159.9001886208227.09981137917788
103162160.7562576176091.24374238239059
104159160.906223473981-1.90622347398096
105169160.6763780978338.32362190216651
106153161.680009641105-8.68000964110547
107161160.6334061824050.36659381759452
108169160.677608709058.32239129095038
109156161.681091869773-5.6810918697727
110205160.99608682416344.0039131758368
111167166.3019159223320.698084077667829
112150166.386088318488-16.3860883184883
113174164.410314394529.58968560548038
114163165.566603216483-2.5666032164826
115163165.25713169346-2.25713169346031
116168164.9849751020753.01502489792523
117168165.3485156529162.65148434708394
118156165.668221828726-9.66822182872551
119170164.5024633994375.49753660056285
120177165.16533602958211.8346639704184


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121166.592316039527142.95217742294190.232454656115
122166.592316039527142.780949746587190.403682332467
123166.592316039527142.610944609569190.573687469485
124166.592316039527142.442136193681190.742495885373
125166.592316039527142.274499576864190.91013250219
126166.592316039527142.108010690246191.076621388809
127166.592316039527141.942646277806191.241985801249
128166.592316039527141.778383858452191.406248220603
129166.592316039527141.615201690346191.569430388709
130166.592316039527141.45307873731191.731553341744
131166.592316039527141.291994637177191.892637441878
132166.592316039527141.13192967193192.052702407124