Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.917775295045143
beta0.0352630086751072
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
138.478.393107442943250.0768925570567536
148.638.625066037221560.00493396277843594
158.678.67841676805531-0.00841676805531399
168.738.74100235368648-0.0110023536864752
178.578.58482178239901-0.0148217823990056
188.558.56589244444184-0.0158924444418371
198.638.63062624644042-0.000626246440415201
208.658.616877630735730.0331223692642748
218.448.62750409313047-0.187504093130475
228.628.457960571993830.162039428006166
238.378.611064676613-0.241064676613
248.598.375492875207150.214507124792851
258.848.519866035275640.320133964724365
268.728.98345065410431-0.263450654104311
278.88.789615760817920.0103842391820805
288.698.87049064078614-0.180490640786143
298.688.55387092484510.126129075154898
308.578.66357108004615-0.0935710800461464
318.858.655498538969490.194501461030505
328.858.826432684646320.0235673153536844
338.858.811697217452120.038302782547877
348.938.889490132164660.0405098678353379
358.758.90233919126471-0.15233919126471
368.788.79543823452029-0.0154382345202908
378.778.737135758408530.0328642415914704
389.038.87998462554960.150015374450398
399.019.09589237670187-0.0858923767018727
409.079.07614143584576-0.00614143584576432
418.998.946988349151810.0430116508481859
429.028.966490057695050.0535099423049523
438.999.13197184176964-0.141971841769635
448.988.978839011862570.00116098813742838
458.948.94269669175771-0.00269669175770559
468.948.98065178220993-0.040651782209931
478.758.89761622527351-0.147616225273508
488.868.801221525209930.0587784747900706
498.878.81184934879840.0581506512015988
508.848.98663001650521-0.14663001650521
518.848.89842089229508-0.058420892295084
529.918.898743816688091.01125618331191
5310.189.718091967289360.461908032710644
5410.3410.15377450494720.186225495052808
5510.3610.4767783928352-0.11677839283521
5610.2610.3955798556225-0.135579855622462
5710.1610.2624664662807-0.102466466280706
5810.3110.24203272607510.0679672739248751
5910.4610.27581483287230.18418516712768
6010.5410.5576652514789-0.0176652514789311
6110.4710.5326888853605-0.062688885360453
6210.4810.6375356438337-0.157535643833654
6310.4610.5963448398414-0.136344839841373
6411.310.66816362211550.631836377884516
6511.5811.09245673065650.487543269343453
6611.6911.54687680054460.143123199455353
6711.6311.8395234759126-0.20952347591259
6811.5111.6900268387986-0.180026838798623
6911.3711.532576148495-0.162576148495029
7011.4211.4947001396173-0.0747001396173133
7111.711.41360179249020.286398207509823
7211.7511.7949559787446-0.0449559787445999


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7311.750049192767711.325501742146312.1745966433892
7411.935640120518411.347259814761712.5240204262751
7512.072585574975311.348536540584912.7966346093656
7612.391905720361711.536102030861213.2477094098623
7712.208628150115811.259065674002513.158190626229
7812.17405787644511.127138755605313.2209769972847
7912.295711992107311.143445456978613.4479785272359
8012.333365691955611.085860885715713.5808704981956
8112.338299902937811.00106589760613.6755339082695
8212.466936377578611.028939154380913.9049336007763
8312.487316488482110.96156220467714.0130707722872
8412.57850482995856.2721887803752418.8848208795418