Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.159879826158029
beta0.162679015015255
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13563569.183250874616-6.18325087461562
14552557.33439358698-5.33439358698047
15552556.374463218462-4.37446321846176
16555558.303105875734-3.30310587573388
17575577.116827516407-2.1168275164066
18567567.905907590769-0.905907590769061
19548554.850008677484-6.8500086774842
20541542.925582471361-1.92558247136083
21544542.8147942048011.18520579519884
22546542.0162316568423.98376834315786
23551542.5347840132678.46521598673348
24550545.2408633109844.75913668901569
25546541.9527071716914.04729282830931
26532532.708499398416-0.708499398415938
27523533.276144824115-10.2761448241147
28528534.876877616726-6.87687761672566
29555553.0767194309471.92328056905274
30543545.669373155249-2.66937315524876
31525527.816738128259-2.81673812825886
32517520.826727169917-3.82672716991749
33519522.764195053015-3.76419505301465
34521523.181445422551-2.18144542255106
35520525.856627034538-5.85662703453795
36516522.412863367555-6.4128633675549
37509515.867723666687-6.86772366668686
38494500.312420258103-6.3124202581027
39484490.873109716892-6.87310971689237
40482494.018407219926-12.0184072199262
41508515.274577405886-7.27457740588579
42500501.478023083515-1.47802308351476
43480483.202757856554-3.2027578565536
44467474.053853723052-7.0538537230521
45471473.343060449829-2.34306044982924
46482473.1521969413028.84780305869788
47481472.8191258745558.18087412544503
48477470.077443089096.92255691090969
49471464.7964807643176.20351923568319
50455452.3309588799982.66904112000202
51441444.170547781539-3.17054778153914
52434443.216200539286-9.2162005392857
53459466.306458446974-7.30645844697403
54448457.692182392112-9.69218239211187
55432437.813469603639-5.81346960363891
56414425.445136318417-11.4451363184170
57415426.804306564024-11.8043065640240
58423432.465801311299-9.46580131129872
59425427.301500995212-2.30150099521234
60427420.5487511174136.4512488825871
61415413.5587974423191.44120255768121
62399397.4561669503201.54383304968047
63386384.0172640085121.98273599148757
64377377.73218555922-0.732185559219772
65397398.680810987198-1.68081098719796
66379388.62806665606-9.62806665606001
67361372.49138231528-11.4913823152800
68350355.035453869911-5.03545386991073
69348355.036203170460-7.03620317045954
70363360.3815987496552.61840125034513
71367361.4516391559315.54836084406901
72365361.9629472853333.03705271466686
73354350.8145304025183.18546959748193
74327336.391564304689-9.39156430468944
75312322.255834734169-10.2558347341690
76307311.454649951764-4.45464995176371
77335325.4110061232399.58899387676075
78317311.6592298173825.34077018261831
79298297.8310463463520.168953653647634
80286288.385916173362-2.38591617336215
81288286.237972790251.76202720975016
82303297.6400037907335.35999620926719
83310300.2225209761979.77747902380327
84301299.0426435182591.95735648174099
85293289.2027005633753.79729943662483
86264268.258173423532-4.25817342353236
87255256.057995209247-1.05799520924688
88251252.00795861768-1.00795861767980
89279273.2089231975245.7910768024758
90253258.322202851802-5.32220285180227
91233241.385436755265-8.3854367552646
92226229.815310740906-3.81531074090634
93232229.6195837208472.38041627915322
94245240.2685683945664.73143160543427
95250244.2558972974185.7441027025823
96242236.6796484944765.32035150552414
97230229.7058157318060.294184268194044
98196206.5070530395-10.5070530394999
99188196.735807264228-8.73580726422759
100181190.901480569547-9.90148056954718
101212207.7059977227444.29400227725611
102186187.684545379428-1.6845453794281
103166171.783155564777-5.78315556477665
104155164.367775272895-9.36777527289519
105157164.786971595525-7.78697159552459
106173169.5171736957623.48282630423765
107182170.08587171443711.9141282855631
108182163.28884935081618.7111506491844
109168155.84973409014412.1502659098561
110131133.946072823694-2.94607282369441
111114127.413737722008-13.4137377220083
112106119.818643675952-13.8186436759520
113134134.805710996569-0.805710996569218
114103115.910168634481-12.910168634481
1158399.5139545307705-16.5139545307705
1167488.240643099221-14.2406430992211
1178384.105161574591-1.10516157459108
1189687.99446751860258.00553248139747
1199588.39410008299226.60589991700779
12010083.100509050091216.8994909499088


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12173.79597979265560.10552734069687.486432244614
12253.881206276340340.036477955376167.7259345973045
12344.054430169739329.999704392910658.109155946568
12438.157553001027623.79223261532252.5228733867332
12543.5367074332428.014558727583059.058856138897
12629.987432585165814.593767844117845.3810973262138
12721.16668071182705.7059045294770936.6274568941770
12815.7140742154541-0.20755986403336031.6357082949415
12913.0351101467714-4.6916506035795530.7618708971223
1308.66861068109625-12.075677030974429.4128983931669
1311.24913105866199-21.607833730788324.1060958481123
132-7.5657434885315-30.084662511677414.9531755346144