Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.570561730922535
beta0.0317962765371711
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1315057131167726.14903846337986.850961538
1414151511277413.81662595137737.183374055
1515450211495210.6458979549810.3541020476
1616811931665166.3960219216026.6039780800
1714579731459501.18165776-1528.18165776460
1816385751632388.071209786186.92879022006
1916889721665078.607511323893.3924886987
2015639241675604.82540275-111680.825402748
2115963591537761.6651936258597.3348063775
2217220611709511.5143411412549.4856588582
2315493321618822.22579524-69490.2257952369
2422649591878657.7939676386301.206032401
2514202682606118.88249658-1185850.88249658
2614150991748078.10687168-332979.106871677
2715972791638713.39982424-41434.3998242447
2816056931719615.32194655-113922.321946545
2915754001407424.99918752167975.000812479
3016547521658569.63649736-3817.63649735716
3115539661671206.83851959-117240.838519592
3215709591518477.1421745152481.8578254941
3316424141525891.71588907116522.284110931
3416647741690436.30587636-25662.3058763589
3515515601521540.3015290030019.6984710027
3623043652014518.45271201289846.547287987
3716440811990685.82219720-346604.822197204
3814256001971849.78273390-546249.782733903
3915693441856239.61547470-286895.615474703
4014564891751746.75192061-295257.751920608
4116107861439646.20894040171139.791059598
4216015191601374.97468156144.025318435859
4314966001550188.91024660-53588.9102466037
4414864521490441.37032732-3989.37032732344
4516379391475891.92702859162047.072971410
4616057591588932.5088065816826.4911934154
4715042211452542.5839470151678.4160529862
4819933842054202.50385244-60818.503852441
4915076201535360.10774845-27740.1077484528
5014770371596888.51312674-119851.513126736
5116791841827844.71895860-148660.718958596
5215047311793043.43084426-288312.430844256
5315701411679731.63104864-109590.631048643
5417341911597298.35285094136892.647149056
5516574981592985.8149768764512.1850231325
5616521641615989.7151941036174.2848059025
5716109411690454.69205969-79513.6920596892
5818137651593720.51085287220044.489147129
5917115731582346.31724677129226.682753228
6021654662175449.25655232-9983.2565523237
6114927781696246.30475591-203468.304755910
6213854881611196.41682829-225708.416828286
6314705891760704.17413304-290115.174133042
6415146571573977.59322021-59320.5932202067
6516413951660979.05849022-19584.0584902212
6616061851730291.61965435-124106.619654351
6715811621535787.1486883845374.8513116229
6815178471525162.65604943-7315.65604942641
6916300801513804.12551696116275.874483040
7016046231649644.7213236-45021.7213236007
7115489731435447.48459165113525.515408353
7221255581946939.25114092178618.748859081


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731482806.45792731037968.422481311927644.49337329
741498539.26782313982340.8516783322014737.68396793
751747505.851742811164983.203384782330028.50010084
761829020.073735941183553.866249062474486.28122281
771971608.328387151265582.106160382677634.55061392
782012240.445326051247386.149128352777094.74152375
791968611.430680871146210.018353882791012.84300785
801915930.424428281036937.110234772794923.73862179
811968413.53930731033540.372091772903286.70652283
821973127.44312561982900.1387582622963354.74749296
831858004.13341973812802.5609127542903205.70592671
842335916.565542401236004.418360643435828.71272416