Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.644729072186909
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1387.687.47244697004080.127553029959202
1485.485.5382562478315-0.138256247831535
1586.186.3157813753947-0.215781375394712
1686.786.7741529029184-0.0741529029184278
1789.188.94131429148880.158685708511157
18103.7103.6660758912990.0339241087009725
1986.989.278745363225-2.37874536322504
2085.286.4840624504951-1.28406245049513
2180.880.41691636099740.383083639002592
2291.287.54623562948133.65376437051872
23102.899.76688331349243.03311668650763
24182.5189.358002003619-6.85800200361865
2580.986.6391802311585-5.73918023115847
2683.180.93749787628352.16250212371654
2788.383.13862041438135.1613795856187
2886.687.1170957441602-0.51709574416023
299389.08360788550983.91639211449022
30105.3106.599044512895-1.29904451289522
3193.890.17772043273273.6222795672673
3286.491.583542678437-5.18354267843705
338783.43012817406653.56987182593353
3496.794.23447322085262.46552677914741
35100.5105.939005876964-5.43900587696407
36196.7186.19454137470210.5054586252984
3786.889.359567826622-2.55956782662197
3888.288.5734116381013-0.37341163810126
3993.890.25135822014323.54864177985682
408591.1089397508686-6.10893975086857
4190.491.0326108358374-0.632610835837426
42115.9103.42151019841812.4784898015819
4394.996.7900562672123-1.8900562672123
4487.791.3667883309254-3.66678833092544
4591.787.21637642418934.48362357581071
4695.998.4941888530737-2.59418885307366
47106.8104.0713605543212.72863944567895
48204.5199.8690194239064.63098057609446
4990.291.2018616197427-1.00186161974266
5090.592.2696540844687-1.76965408446871
5193.294.5204417166908-1.32044171669081
5297.888.71650943482879.08349056517127
5399.4101.040170174393-1.64017017439268
54120118.9410421268191.05895787318140
55108.299.19977158291359.0002284170865
5698.599.6191824008073-1.11918240080726
57104.3100.0978269232684.20217307673171
58102.9109.380095146458-6.4800951464576
59111.1115.218063119950-4.11806311994972
60188.1212.369097414048-24.2690974140483
6193.887.38625833154296.41374166845712
6294.592.97624478064441.52375521935565
63112.497.64342199756114.7565780024390
64102.5105.491389777753-2.99138977775341
65115.8106.3736299351429.4263700648576
66136.5134.9899856689531.51001433104702
67122.1115.8266771840156.27332281598508
68110.6109.9269023398040.673097660196191
69116.4113.786325679932.61367432007010
70112.6118.451713817369-5.85171381736859
71121.5126.745246385535-5.24524638553484
72199.3225.488196993613-26.1881969936130


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7399.330584029640986.2244507253583112.436717333924
7499.028731466076283.446171141228114.611291790924
75107.33167170076288.9118834927104125.751459908814
7699.698384444463680.2525330254099119.144235863517
77106.54587123362384.4244622858312128.667280181415
78124.68687614207398.1335032457983151.240249038348
79107.76471337451182.7851607369448132.744266012077
8097.224758097941472.7618566929547121.687659502928
81100.82339442582474.2155591368782127.431229714770
82100.73314189524672.8233085780659128.642975212427
83111.66835018322779.9412958734655143.395404492989
84197.989939633358-178.160681586067574.140560852784