Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.279673175984277
beta0.105814685840969
gamma0.78536497988161


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1315321461.3245192307770.6754807692303
1413331292.1496039644840.8503960355224
1515831561.4256532501921.5743467498050
1617121703.115836340118.88416365989133
1726412632.144829378628.8551706213807
1822672257.344436259489.65556374052358
1921262204.84530050069-78.8453005006945
2022312333.67820292190-102.678202921904
2115171477.7237380947039.2762619052953
2220102046.21578582993-36.2157858299286
2326282350.43964656270277.560353437296
2421152179.21560048522-64.2156004852159
2518291703.57144991363125.428550086370
2616361540.2390955603295.7609044396831
2717871822.99452763994-35.9945276399433
2821221948.72871381541173.271286184586
2926202935.90432526461-315.904325264612
3025552473.3077825115681.6922174884371
3123372395.59809608675-58.59809608675
3225242521.919438847282.08056115272302
3318011783.9783523547917.0216476452104
3424172311.28922691044105.710773089564
3523892844.66568156603-455.665681566025
3622672265.280200637061.71979936293701
3721351907.56458843248227.435411567518
3817601751.198784432538.80121556746508
3919051927.74539989475-22.7453998947549
4021762168.610931551927.38906844808389
4123442820.78870880933-476.788708809333
4226742521.49522099752152.504779002478
4327662369.69054082385396.309459176148
4427832656.49233463977126.507665360232
4520001964.4127851035435.5872148964602
4625882550.2486859115837.7513140884166
4727362748.18552767517-12.1855276751658
4827042565.85397137374138.14602862626
4924662392.2947176889473.7052823110639
5019762083.00957052961-107.009570529613
5121712219.65370142218-48.653701422184
5223972479.88753334324-82.8875333432361
5329422839.80347393924102.196526060758
5427073082.46931401563-375.469314015630
5528612929.33399331702-68.3339933170246
5627652928.20941041026-163.209410410261
5718142089.74860599598-275.748605995978
5826112566.6032844125244.3967155874766
5926062715.21186676898-109.211866768981
6025182564.98222464364-46.9822246436352
6122672271.90567319405-4.90567319405318
6217301804.78835867401-74.7883586740134
6319011950.79760594561-49.7976059456057
6421242158.65157818861-34.6515781886083
6524482605.49775285329-157.497752853291
6624892466.3582138709222.6417861290806
6725212571.14683632024-50.1468363202389
6824662494.80458474976-28.8045847497588
6918271607.61384605312219.386153946877
7022782396.05591370195-118.055913701951
7123732399.52298152739-26.5229815273888
7223562297.2622709075858.7377290924205
7320752050.3234539717124.6765460282932
7416061545.5881149689960.4118850310088
7516991741.19066886177-42.1906688617651
7623111957.60928603307353.390713966933
7720932452.83633609464-359.836336094642
7820642362.38098007643-298.380980076427
7921802330.07442315643-150.074423156432
8021362228.76584063650-92.7658406365035


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
811453.107353711711135.996583624811770.2181237986
821971.817211768821639.887521833332303.74690170431
832046.09876187041697.208864613942394.98865912686
841986.289818506761618.35517827752354.22445873603
851688.716660938991299.732508029942077.70081384805
861181.62796535169769.6830533264271593.57287737696
871284.8347077243848.1175768458651721.55183860273
881720.633614765361257.433299861972183.83392966875
891686.874864839451195.577822867992178.17190681090
901715.805923979741194.890630954802236.72121700469
911843.661928500331291.692233831002395.63162316966
921814.000448371011229.618447995552398.38244874647