Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0922981936893189
gamma0.433108278706043


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1310139796474.22628105124922.77371894875
149799498326.399919701-332.399919700954
159404494389.1181365008-345.118136500751
169115991555.1131305944-396.113130594356
178723987704.6233375337-465.623337533689
188923589703.7044534013-468.704453401326
19118647117845.772628058801.22737194167
20125620127761.537998307-2141.53799830689
21125154125475.920836253-321.920836253063
22117529119486.218281902-1957.21828190197
23109459110229.333517919-770.333517919251
24108483108092.668042184390.331957815768
25107137107271.619819706-134.619819706102
26104699103305.3051351931393.69486480746
27100804100428.855794703375.144205297096
289606697795.786654125-1729.78665412503
299197192003.6665251103-32.6665251103113
309322894182.4737242207-954.47372422066
31120144122567.956054974-2423.956054974
32127233128506.074067418-1273.07406741826
33127166126309.573889743856.426110257351
34118194120771.076124176-2577.07612417616
35109940110217.708812663-277.708812663244
36106683107989.967478415-1306.96747841456
37102834104784.426617862-1950.4266178619
389988298332.8608572861549.13914271408
399666695047.23162761711618.76837238288
409254093156.8721325465-616.872132546545
418874488121.5113452989622.488654701127
428932190424.0899788703-1103.08997887027
43115870116820.025295937-950.025295936648
44122401123415.211564262-1014.21156426215
45122030121018.4985797011011.50142029904
46113802115442.722074325-1640.72207432544
47105791105773.50500228217.4949977184733
48103076103598.277304862-522.277304862204
4998658100997.683701730-2339.68370173041
509694594064.25539377242880.7446062276
519249792113.3864757153383.613524284694
529068788901.04249914771785.95750085231
538879686338.37391360972457.6260863903
549001590629.9056220935-614.905622093458
55113228117986.747390199-4758.74739019891
56118711120499.859214778-1788.85921477847
57117460117195.414722651264.585277349222
58106556110890.555396084-4334.55539608361
599734798582.3318794162-1235.33187941618
609265794764.2323703424-2107.23237034245
619311890080.18970476573037.81029523433
628903788579.1159120853457.884087914703
638357084202.430136789-632.430136789088
648169379848.96652538671844.03347461326
657595677346.4914324392-1390.49143243923
667399376760.1513256966-2767.15132569664
679708895723.33235288991364.66764711009
68102394102503.882472263-109.882472262689
6996549100407.271713637-3858.27171363732
708972790135.1862383517-408.1862383517
718233682353.0623957618-17.0623957618373
728265379599.71774726793053.28225273211
738230380295.02558408082007.97441591919
747959678167.00595790151428.99404209854
757447275251.5873104856-779.587310485585
767356271113.65640497522448.34359502481
776661869682.3948193388-3064.39481933876
786902967174.84647231611854.15352768388
798989989683.6638490101215.336150989882
809377495210.2299628217-1436.22996282167
819030592115.9084799315-1810.90847993149
828379984634.4137413348-835.413741334778
838032077177.46839068753142.5316093125
848249778247.51417044394249.4858295561


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8580865.730334580777154.217445836384577.2432233252
8677305.92686199271933.200753375782678.6529706083
8773436.891709611866745.944542711480127.8388765123
8870538.597352594262627.283348536478449.911356652
8966990.45714558458042.192503147175938.7217880208
9068031.400016790357533.420306831278529.3797267493
9188779.367422185573558.2529477566104000.481896614
9294422.523673677676648.7716941604112196.275653195
9393291.493801789374135.0657599713112447.921843607
9488125.508563053668462.6563421975107788.360783910
9581897.511731033962096.8385146462101698.184947422
9680188.023869528659597.0776465497100778.970092507