Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.118633222491809
beta0.177842898062907
gamma0.593783465793253


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1397379768.09802350428-31.0980235042771
1490359094.8206924271-59.8206924270944
1591339216.54046372284-83.5404637228421
1694879563.68373905242-76.6837390524197
1787008755.77257036365-55.7725703636497
1896279656.62380040231-29.6238004023144
1989479350.24380475726-403.24380475726
2092839699.78239553077-416.782395530772
2188299042.42155295708-213.421552957079
2299479575.43327830206371.566721697942
2396289462.01672409119165.983275908815
2493188775.37973766758542.620262332422
2596059309.97278290412295.027217095883
2686408661.11902781626-21.1190278162594
2792148776.59914227257437.400857727431
2895679201.70519948799365.294800512012
2985478479.0693673379467.9306326620626
3091859432.78885628384-247.788856283843
3194708924.90192534563545.098074654368
3291239419.77362094319-296.773620943191
3392788925.52238256834352.477617431659
34101709886.2017998858283.798200114197
3594349707.31587557335-273.315875573349
3696559208.93777542572446.062224574276
3794299643.72781956288-214.727819562881
3887398799.42061989147-60.420619891469
3995529179.84407265206372.155927347936
4096879587.740861833399.2591381667062
4190198700.5756600874318.424339912604
4296729546.72216590022125.277834099783
4392069533.85368355153-327.853683551533
4490699501.9707945651-432.970794565092
4597889345.86084071632442.139159283677
461031210297.64501435314.3549856469581
47101059805.95946625441299.040533745587
4898639774.763480507488.2365194925878
4996569836.53709925205-180.537099252051
5092959093.01482721878201.985172781224
5199469752.46311858526193.536881414742
52970110014.0928950339-313.09289503392
5390499201.74857262777-152.74857262777
54101909890.01737584943299.982624150571
5597069663.5188578340742.4811421659306
5697659631.15772153098133.842278469023
57989310022.8300650853-129.830065085269
58999410693.3737308994-699.37373089942
591043310261.436617568171.563382432012
601007310097.5384434705-24.5384434705411
61101129995.63683516516116.363164834836
6292669484.1543084668-218.154308466797
63982010077.1025414236-257.102541423639
64100979998.3875218314398.6124781685721
6591159305.7422417942-190.7422417942
661041110212.5772925192198.422707480755
6796789823.26733998655-145.267339986553
68104089796.48292855706611.517071442942
691015310096.947740158956.0522598411408
701036810485.514342959-117.514342959017
711058110584.7149952119-3.71499521191436
721059710300.0096105402296.990389459754
731068010319.389992721360.610007278996
7497389676.3680764116361.6319235883657
75955610302.5795309453-746.579530945288


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7610362.08400429869787.7649000431310936.4031085541
779514.355744847738934.4570012135210094.2544884819
7810659.556369005610072.347474147211246.765263864
7910074.72467916239478.2925554024410671.1568029222
8010472.17987524989864.456933633111079.9028168666
8110407.44884061119786.243868409811028.6538128123
8210695.396580956310058.426994432211332.3661674803
8310867.438852321810212.36272810611522.5149765376
8410739.968678641710064.415064697211415.5222925861
8510750.567990172710052.164260738811448.9717196067
869893.847174684659170.242569128510617.4517802408
8710074.02543694359322.9103340858210825.1405398013