Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.621326496880825
beta0
gamma0.681722555897902


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1323772466.81490384615-89.8149038461534
1422582281.37751145122-23.3775114512218
1522662262.677764668263.32223533173601
1626012589.9839446882311.0160553117685
1728432835.862165590697.13783440930729
1830183023.87241175236-5.8724117523634
1924932386.25738057618106.742619423821
2026472539.36305221682107.636947783181
2130153039.98272709737-24.9827270973747
2231013128.78561730025-27.7856173002538
2324962664.84699755224-168.846997552236
2423422538.80487123375-196.804871233747
2522712160.1227023332110.8772976668
2619692116.53152313398-147.531523133975
2721962027.58414599663168.415854003371
2822942459.45352745607-165.453527456068
2927062594.68535692449111.314643075506
3030012844.06481613241156.935183867591
3126912336.67805853205354.321941467946
3225542643.8421941445-89.842194144504
3329612987.52704089893-26.5270408989331
3432263074.64684115924151.353158840756
3529602685.59685647391274.403143526093
3627492827.74045495885-78.7404549588505
3723792601.84307071138-222.843070711378
3822542284.19427764403-30.1942776440333
3925922349.713540408242.286459592
4027802741.2922160269238.7077839730796
4128333074.82265543075-241.822655430746
4229113116.56550888972-205.565508889716
4324942434.9029101941859.0970898058213
4426432443.97493211047199.025067889532
4529022983.48548665201-81.485486652015
4628803082.3779696439-202.377969643899
4726572505.31084863228151.689151367716
4826092480.04487751956128.955122480445
4923942345.9941298868248.0058701131752
5024922246.36329804262245.636701957384
5124142553.60463254409-139.604632544091
5226212655.35036394513-34.3503639451274
5330552871.06883200865183.931167991354
5429403186.70360921897-246.703609218971
5525822547.8035396454834.1964603545166
5624302577.52658579326-147.526585793256
5727812829.30154042067-48.3015404206672
5829042917.6036615456-13.603661545596
5924742549.22954240558-75.2295424055792
6022542377.10417855492-123.104178554917
6122442065.54523717849178.454762821509
6219722097.98421114688-125.984211146882
6324082074.87747164237333.122528357627
6425232497.5125315956725.4874684043325
6526342806.75926646938-172.759266469376
6627982789.604342247298.39565775270512
6724182381.7186349313836.2813650686221
6825512365.82523448449185.174765515511
6927412849.93132632275-108.931326322753
7030112909.51982171092101.480178289082
7125582596.74160393876-38.7416039387554
7221672434.92831290272-267.928312902718
7319442111.23382112208-167.233821122079
7418361850.29631537659-14.2963153765945
7522922015.10275292109276.897247078912
7625762323.387482526252.612517473997
7726532722.57558067553-69.5755806755324
7829002816.296606792483.7033932076001
7924382462.40029376275-24.4002937627511
8024392447.24064209719-8.24064209718608
8127172735.24904973537-18.249049735372
8228722905.49863275416-33.4986327541596
8321572472.65621244611-315.656212446109
8415412079.62392733895-538.623927338951


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
851613.733387798941291.197645283871936.26913031401
861496.183544447431116.460663376951875.9064255179
871745.044357846591315.684802674982174.40391301821
881875.016381462561401.191742143462348.84102078167
892034.076685050041519.615850744262548.53751935581
902210.595871224061658.481651842512762.71009060562
911776.785426309571189.426700783162364.14415183599
921780.957942105151160.353048746482401.56283546382
932071.50280591161419.34439350752723.6612183157
942249.154323124631566.900150489422931.40849575983
951764.286436028231053.209142559472475.36372949699
961509.82054417538771.0437994848312248.59728886593