Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.897909443669848
beta0.121731637445269
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13294912285544.4313199819367.56868001918
14293488293971.846090189-483.846090189123
15290555291712.505658404-1157.50565840380
16284736285260.591331686-524.591331686475
17281818281804.89867216613.1013278336031
18287854287956.630200848-102.630200848449
19316263326853.300613778-10590.3006137776
20325412321566.0002735803845.99972641963
21326011323685.5404238182325.45957618172
22328282315493.68583310512788.3141668948
23317480318613.054615749-1133.05461574852
24317539322122.483657163-4583.48365716252
25313737323537.415756767-9800.41575676686
26312276312473.656537743-197.656537743344
27309391309133.074789482257.925210517715
28302950302709.928061431240.071938568552
29300316298952.9647144961363.03528550430
30304035305983.45226617-1948.45226616971
31333476343260.82938262-9784.82938262017
32337698339616.444050717-1918.44405071699
33335932334862.5830223631069.41697763669
34323931324727.874595050-796.874595049536
35313927311523.9165590792403.08344092086
36314485315342.959249098-857.959249098029
37313218317417.124090838-4199.12409083801
38309664310882.84271168-1218.84271168016
39302963305139.268241003-2176.26824100252
40298989294904.711892834084.28810717002
41298423293447.9094179534975.09058204654
42301631302391.836013607-760.836013607448
43329765338698.948976348-8933.94897634757
44335083335721.225426708-638.22542670765
45327616331736.865112247-4120.86511224665
46309119315795.872347194-6676.87234719389
47295916296381.391523783-465.391523782630
48291413295130.355029477-3717.35502947686
49291542291699.734879385-157.734879384516
50284678287281.358562566-2603.35856256558
51276475278458.604235113-1983.6042351129
52272566267629.55750634936.44249369996
53264981265575.522763335-594.522763334506
54263290266025.682297671-2735.68229767052
55296806292139.1599906314666.84000936855
56303598299956.6357847073641.36421529332
57286994298621.921577478-11627.9215774777
58276427275170.9024208061256.09757919359
59266424263712.8100929282711.18990707211
60267153264286.4537353832866.54626461701
61268381267008.2062531531372.79374684725
62262522264147.859129584-1625.85912958387
63255542256921.976843391-1379.97684339058
64253158248171.4876651434986.51233485743
65243803246367.213856235-2564.21385623497
66250741244791.0759285565949.92407144394
67280445279121.0208304411323.97916955902
68285257284429.313356364827.686643635912
69270976279838.082179015-8862.08217901486
70261076261515.848421809-439.848421808711
71255603249880.1524773155722.84752268463
72260376254134.1638545086241.83614549204
73263903261036.7409578242866.25904217645
74264291260761.2553804063529.74461959425
75263276260204.0737125583071.92628744247
76262572258423.5784843204148.4215156796
77256167257220.283077732-1053.28307773196
78264221260550.9513103243670.04868967616
79293860296457.037692250-2597.03769225033


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
80300597.60195908291690.357497741309504.846420420
81295981.006901015283459.160170707308502.853631322
82288674.578714217273015.343944749304333.813483685
83279975.611404529261459.463553877298491.75925518
84281394.657842215259522.52264454303266.793039889
85284019.163037638258665.327653885309372.998421391
86282266.188694958253754.518724470310777.858665446
87279051.090073625247517.40376877310584.776378479
88274805.233219444240374.146123622309236.320315265
89269077.783282806231963.718660532306191.847905080
90274176.786930806232878.063182934315475.510678677
91307014.564577500257793.98058216356235.148572839