Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0413348347616346
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
272063090
3740633.720135128547106.279864871453
4720638.11319578149781.8868042185026
5720641.49797330302878.5020266969724
6690644.74284160545.2571583949996
7790646.613538769039143.386461230961
8760652.540394451076107.459605548924
9840656.982219489991183.017780510009
10840664.547229205814175.452770794186
11640671.799540495062-31.7995404950623
12840670.485111743203169.514888256797
13590677.491981638935-87.4919816389346
14770673.87551503492196.1244849650788
15750677.848804737572.1511952625
16590680.83116247153-90.8311624715299
17730677.07667137956252.923328620438
18740679.26424842312360.7357515768765
19770681.77475067867788.2252493213226
20660685.421526781178-25.4215267811783
21830684.37073217229145.62926782771
22900690.390293894406209.609706105594
23630699.054476460715-69.0544764607155
24770696.20012108666173.7998789133394
25640699.250626886972-59.2506268869721
26700696.8015120150763.1984879849241
27760696.9337209874263.0662790125801
28500699.540555209436-199.540555209436
29740691.29257933160948.7074206683909
30740693.30589251660246.6941074833976
31680695.235985733771-15.2359857337707
32580694.606208781035-114.606208781035
33780689.86898007841390.1310199215868
34990693.59453089377296.40546910623
35630705.84640198172-75.8464019817204
36780702.71130348854177.2886965114585
37630705.906018987785-75.9060189877847
38780702.76845623551177.2315437644888
39730705.96080933540224.0391906645978
40490706.954465309327-216.954465309327
41710697.98668833496712.013311665033
42700698.4832565875811.51674341241892
43740698.54595092590941.4540490740908
44520700.259447194587-180.259447194587
45730692.80845273057637.1915472694244
461110694.345759191487415.654240808513
47510711.526758553279-201.526758553279
48750703.19668328843246.8033167115683
49690705.131290651001-15.1312906510009
50740704.50584125221135.4941587477886
51690705.972986439054-15.9729864390545
52640705.312745683946-65.3127456839463
53660702.613054133272-42.6130541332717
54580700.851650581984-120.851650581984
55760695.85626757450764.1437324254928
56510698.507638155309-188.507638155309
57810690.715706080854119.284293919146
581050695.64630265966354.35369734034
59510710.293454186397-200.293454186397
60740702.01435735376537.9856426462346
61690703.584487615862-13.584487615862
62800703.02297506493996.9770249350611
63670707.031504366305-37.0315043663046
64670705.500813252349-35.5008132523486
65640704.033393002659-64.0333930026592
66540701.386583283668-161.386583283668
67740694.71569553089245.2843044691076
68600696.587514773419-96.5875147734185
69860692.595085810222167.404914189778
701080699.514740276542380.485259723458
71480715.242035616449-235.242035616449
72680705.518344945253-25.5183449452527
73650704.46354837355-54.4635483735502
74860702.212306600997157.787693399003
75650708.734434835064-58.7344348350645
76630706.306656676339-76.3066566763391
77600703.15253363141-103.15253363141
78500698.888740698512-198.888740698512
79760690.66770746578969.332292534211
80590693.533546321336-103.533546321336
81800689.254004291858110.745995708142
821120693.831671724966426.168328275034
83520711.447269154857-191.447269154857
84710703.5338279187756.46617208122541
85600703.801106073292-103.801106073292
86880699.510504505678180.489495494322
87700706.971007978147-6.97100797814653
88590706.682862515248-116.682862515248
89680701.859795673666-21.8597956736655
90530700.956224631571-170.956224631571
91730693.88977733495336.1102226650474
92600695.382387422018-95.3823874220182
93880691.439772198759188.560227801241
941120699.233878057539420.766121942461
95540716.626176181325-176.626176181325
96740709.3253623742930.6746376257097
97580710.593293451922-130.593293451922
98850705.195241246109144.804758753891
99670711.1807220219-41.1807220218996
100530709.478523681759-179.478523681759
101680702.059808562112-22.0598085621118
102540701.147970020324-161.147970020324
103760694.48694530736165.5130546926392
104620697.194916597811-77.1949165978109
105910694.004077475802215.995922524198
1061230702.932233242527527.067766757473
107530724.718492289631-194.718492289631
108720716.6698355858043.33016441419579


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
109716.807487381594422.1503806380691011.46459412512
110716.807487381594421.8987671319481011.71620763124
111716.807487381594421.6473681173171011.96760664587
112716.807487381594421.3961830465691012.21879171662
113716.807487381594421.1452113744251012.46976338876
114716.807487381594420.8944525579191012.72052220527
115716.807487381594420.6439060563811012.97106870681
116716.807487381594420.3935713314281013.22140343176
117716.807487381594420.1434478469491013.47152691624
118716.807487381594419.893535069091013.7214396941
119716.807487381594419.6438324662421013.97114229695
120716.807487381594419.3943395090281014.22063525416