Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999921341552912
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2373.1369.823.28000000000003
3374.55373.0997420002941.45025799970642
4375.01374.5498859249580.4601140750421
5374.81375.009963808141-0.199963808141376
6375.31374.8100157288430.499984271157359
7375.31375.3099606720143.93279863146745e-05
8375.39375.3099999969070.0800000030934598
9375.59375.3899937073240.200006292675994
10376.26375.5899842678160.670015732184424
11377.18376.2599472976030.920052702397015
12377.26377.1799276300830.0800723699168202
13377.26377.2599937016326.29836824828089e-06
14381.87377.2599999995054.61000000049546
15387.09381.8696373845595.2203626154411
16387.14387.0895893743830.0504106256165642
17388.78387.1399960347781.64000396522152
18389.16388.7798709998350.380129000165198
19389.16389.1599700996432.99003568215994e-05
20389.42389.1599999976480.260000002351887
21389.49389.4199795488040.0700204511963989
22388.97389.4899944923-0.519994492300043
23388.97388.970040901959-4.09019592666482e-05
24389.09388.9700000032170.119999996782667
25389.09389.0899905609879.43901341088349e-06
26391.76389.0899999992582.67000000074245
27390.96391.759789981946-0.799789981946219
28391.76390.9600629102380.799937089762011
29392.8391.7599370781911.04006292180929
30393.06392.7999181902660.260081809734288
31393.06393.0599795423692.04576312512472e-05
32393.26393.0599999983910.200000001609169
33393.87393.259984268310.610015731689543
34394.47393.869952017110.600047982890203
35394.57394.4699528011570.100047198842503
36394.57394.5699921304437.86955729381589e-06
37394.57394.5699999993816.19024831394199e-10
38399.57394.575.00000000000006
39406.13399.5696067077656.56039329223546
40407.03406.1294839696510.900516030348626
41409.46407.0299291668072.43007083319253
42409.9409.4598088544020.440191145598078
43409.9409.8999653752483.46247519473764e-05
44410.14409.8999999972760.240000002723548
45410.54410.1399811219720.400018878027538
46410.69410.5399685351360.15003146486373
47410.79410.6899881987580.10001180124209
48410.97410.7899921332270.180007866772996
49410.97410.9699858408611.41591392548435e-05
50413.8410.9699999988862.83000000111372
51423.31413.7997773965959.51022260340534
52423.85423.3092519406590.540748059341468
53426.6423.8499574655972.75004253440261
54426.26426.599783685925-0.339783685924829
55426.26426.260026726857-2.672685707239e-05
56426.32426.2600000021020.0599999978977053
57427.14426.3199952804930.820004719506642
58427.55427.1399354997020.410064500297892
59428.29427.5499677449630.740032255036795
60428.8428.2899417902120.510058209787985
61428.8428.7999598796134.01203866999822e-05
62434.87428.7999999968446.07000000315583
63435.66434.8695225432260.790477456774113
64440.75435.6599378222715.09006217772918
65440.99440.7495996236140.240400376386503
66441.04440.989981090480.0500189095203041
67441.04441.039996065593.93440973311954e-06
68441.88441.0399999996910.840000000309431
69441.92441.8799339269040.040066073095602
70442.48441.9199968484650.560003151535113
71442.81442.4799559510220.330044048978266
72442.81442.8099740392482.59607523389604e-05


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73442.809999997958439.109145339301446.510854656614
74442.809999997958437.576406984511448.043593011405
75442.809999997958436.400267830675449.21973216524
76442.809999997958435.408727331572450.211272664344
77442.809999997958434.535158143995451.084841851921
78442.809999997958433.745388680643451.874611315273
79442.809999997958433.01911908969452.600880906226
80442.809999997958432.343122737486453.27687725843
81442.809999997958431.708212294544453.911787701372
82442.809999997958431.107698479129454.512301516787
83442.809999997958430.536531398435455.083468597481
84442.809999997958429.990787772186455.62921222373