Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.338261263337884
beta0.0217207423401571
gamma0.512815635756671


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
133124.85470085470096.14529914529914
145147.52518882260573.47481117739432
153936.56788458738732.43211541261269
163230.52574621239721.4742537876028
173028.87876545119931.1212345488007
184645.70394332025170.296056679748261
193144.9188373605294-13.9188373605294
203124.63978437587466.3602156241254
214033.89207979469286.10792020530715
222933.603910081461-4.60391008146099
234331.075183546521611.9248164534784
241737.475099964593-20.475099964593
255337.517017066035915.4829829339641
264762.510948181681-15.510948181681
274944.70926087071614.29073912928389
284438.91603107508525.08396892491477
294838.34206014416989.65793985583022
305157.8093523585176-6.80935235851756
314749.7792341201557-2.77923412015568
324440.21411552866843.78588447133161
333348.5552257367027-15.5552257367027
344737.1902560295519.80974397044902
354145.1380968447714-4.13809684477138
363634.9835860605011.01641393949897
374654.5294733247728-8.52947332477283
382460.7385537810068-36.7385537810068
391742.1755492661426-25.1755492661426
402226.1671582695281-4.16715826952811
413023.43105582350936.56894417649072
422435.6575791429703-11.6575791429703
431826.7117866076621-8.71178660766206
442416.68087247490487.31912752509521
452418.99278085583525.00721914416482
462822.6810137237365.31898627626398
471923.8337331717423-4.83373317174234
482214.6451149898757.35488501012498
492632.5942518187849-6.59425181878491
501429.3979976370585-15.3979976370585
511621.6471825377153-5.64718253771533
522119.18675959415721.81324040584278
531521.9739112886457-6.9739112886457
542323.1917586976378-0.191758697637834
552918.965823989031610.0341760109684
561720.6955253496344-3.69552534963439
572418.39562174028825.60437825971176
581822.2946005191612-4.29460051916123
592216.58240908052985.41759091947023
60814.9052615475889-6.90526154758891
612623.09996822242422.90003177757583
622220.00033294490111.99966705509891
633421.443859745961312.5561402540387
642527.8068021319259-2.80680213192594
652026.1495000119062-6.14950001190617
663530.05404157402744.94595842597261
673831.18022094080976.81977905919028
682427.2838782211329-3.28387822113285
691428.402601049555-14.402601049555
702522.15123871721892.8487612827811
713122.18014921557768.81985078442239
721717.5260396183558-0.52603961835576
733231.30683077570950.6931692242905
742727.2397609993172-0.239760999317181
753031.5762615519022-1.57626155190216
761927.9096576433508-8.90965764335076
773622.973123902999413.0268760970006
782737.189900910694-10.189900910694
792833.7812456086581-5.7812456086581
803822.050364486711715.9496355132883
812625.89979174761830.100208252381741
822530.5128636490419-5.51286364904187
833029.78266046671780.217339533282161
842719.02693288428857.97306711571149


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8536.138632448960617.626892865180354.6503720327409
8631.557658959296411.971527512293551.1437904062993
8735.560639967812314.913426262884956.2078536727398
8829.98913779771048.2913460534591751.6869295419616
8935.6265212608712.886386224654258.3666562970859
9037.578448984291713.802344247635561.3545537209478
9139.207838484623114.400593382991464.0150835862547
9236.944498145112811.109647676734262.7793486134913
9330.04068779919153.1806724971148556.9007031012681
9432.73474001741474.8510677798567160.6184122549727
9535.87404659907736.9674251603656364.780668037789
9627.7352878036709-2.1942657626998957.6648413700416