Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.0618419834147308
beta0
gamma0.322340313497252


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131010210040.433760683861.5662393162402
1484638403.5284350717659.4715649282425
1591149059.0769039743354.9230960256718
1685638529.7607532051333.2392467948721
1788728874.1452968581-2.14529685809612
1883018294.424923482676.57507651732703
1983018164.41050195957136.589498040431
2082788300.72809680264-22.7280968026425
2177367797.19317558775-61.1931755877531
2279738408.77949760859-435.77949760859
2382688611.7423251823-343.742325182295
2494768799.14691404673676.853085953275
251110010093.61849008401006.38150991604
2689628514.50897235092447.491027649075
2791739192.6778494662-19.6778494661939
2887388652.1908989179685.8091010820353
2984598989.12596304143-530.125963041428
3080788379.39131259644-301.391312596435
3184118269.64879929562141.351200704379
3282918358.08224692338-67.082246923379
3378107840.17230073919-30.1723007391902
3486168340.39980801158275.600191988422
3583128615.1883734454-303.188373445406
3696929113.73522726881578.264772731187
37991110501.7613282095-590.761328209517
3889158654.86941101666260.130588983337
3994529180.17680584806271.823194151941
4091128689.61676050825422.383239491748
4184728861.103686033-389.103686032995
4282308329.26089772807-99.260897728067
4383848365.9065887149818.0934112850191
4486258383.68597391713241.314026082870
4582217896.00965962521324.990340374787
4686498510.66861110863138.331388891374
4786258601.9389802379923.0610197620117
48104439387.218595239581055.78140476042
491035710451.2545903467-94.2545903467144
5085868892.3825826454-306.382582645396
5188929386.19159501558-494.191595015576
5283298893.78995931962-564.789959319616
5381018758.82950000134-657.829500001344
5479228298.01841584362-376.018415843619
5581208353.0375376632-233.037537663193
5678388422.78977342329-584.78977342329
5777357909.32979364573-174.329793645733
5884068436.66298295507-30.6629829550675
5982098482.623936501-273.623936501006
6094519561.85696016096-110.856960160962
611004110205.9677681594-164.967768159438
6294118578.57390800513832.42609199487
63104059086.014507333541318.98549266646
6484678684.39395953467-217.393959534669
6584648542.78142865477-78.781428654771
6681028203.00123047686-101.001230476862
6776278318.266257289-691.266257289006
6875138253.30868108957-740.308681089573
6975107854.35672547885-344.356725478853
7082918414.62083907508-123.620839075076
7180648381.3602080626-317.360208062602
7293839507.11022847005-124.110228470046
73970610134.0379869939-428.037986993937
7485798791.99337919066-212.993379190664
7594749381.9217196230992.0782803769125
7683188439.81620253703-121.816202537029
7782138346.03167141113-133.031671411134
7880597996.1771259159762.8228740840332
7991117943.073586533741167.92641346626
8077087978.26144211615-270.261442116152
8176807728.11644621713-48.1164462171328
8280148373.45253564256-359.452535642564
8380078267.01962824298-260.019628242977
8487189454.75568599356-736.755685993556
8594869951.88661121125-465.886611211248
8691138672.53218116372440.467818836281
8790259395.12740395928-370.127403959275
8884768359.7551637003116.244836299706
8979528277.30117263641-325.301172636413
9077597974.78391873713-215.783918737132
9178358238.64088847943-403.640888479433
9276007741.72305384134-141.723053841341
9376517566.7051395867284.294860413278
9483198126.07985893804192.920141061962
9588128083.87589607805728.124103921947
9686309188.55280672682-558.552806726819


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
979778.616625284388954.414385688410602.8188648804
988802.160700299867976.383912443339627.93748815638
999252.38753968218425.0392001235610079.7358792406
1008386.986668442967558.069756697349215.90358018858
1018163.817637894167333.335116593728994.3001591946
1027914.536344737877082.491159791078746.58152968467
1038134.928717188237301.323797936448968.53363644002
1047742.178399454426907.016658826658577.3401400822
1057644.274127039496807.558461705068480.98979237392
1068231.284837855327393.018128374589069.55154733605
1078338.999280263667499.184391236759178.81416929058
1089009.548542370788168.188322584449850.90876215713