Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.435538810584028
beta0
gamma0.0484435412673426


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1330902967.00988247863122.990117521366
1429952940.0851561732854.9148438267166
1534403410.3860061327829.6139938672163
1633353317.7923539941617.2076460058415
1732053172.7119225309632.2880774690357
1832853227.1162709170157.8837290829897
1927903084.96018562979-294.960185629788
2032253174.3352147400850.6647852599167
2133603224.86833257982135.13166742018
2232753238.2317224760536.7682775239537
2335052891.04570519852613.954294801477
2431853023.99659937178161.003400628216
2534703670.11623631332-200.116236313323
2635103500.604668718429.39533128157518
2738403950.38816526117-110.388165261174
2836053796.47889389084-191.478893890836
2936553560.9197418980594.0802581019452
3035553642.93688340835-87.9368834083498
3131403427.62192195206-287.621921952064
3233803529.64399134066-149.643991340662
3332553495.24456743853-240.244567438525
3434603342.42734087377117.572659126227
3532453046.21763027726198.782369722737
3631202985.95932277583134.040677224174
3732653610.46101171234-345.461011712337
3832203383.37514235006-163.375142350064
3931403754.63497261101-614.634972611009
4030503378.88926118503-328.889261185029
4133003091.29103318322208.708966816778
4229503218.25625861591-268.256258615911
4326302918.94492363501-288.944923635013
4427953024.16371181926-229.163711819259
4528402952.65293608634-112.652936086344
4629452865.1911496477379.8088503522713
4727902554.75447353865235.245526461346
4826052508.6069568124796.3930431875287
4945903103.599906582521486.40009341748
5042303679.33969096235550.660309037647
5142454349.25019849284-104.250198492839
5243004203.610437824996.3895621750953
5344754115.9379968827359.062003117304
5439104295.34542982012-385.345429820124
5541003944.47149530233155.528504697666
5635004244.91039908093-744.910399080929
5743903951.95785339699438.042146603007
5835504109.60791937941-559.607919379415
5938653524.93076193642340.069238063576
6037153520.6411883031194.358811696896
6133104196.31107865605-886.311078656046
6239453713.05572576509231.94427423491
6350504226.24483091552823.755169084482
6443504490.27381797736-140.273817977358
6540604306.70793621328-246.707936213275
6643454201.92360203866143.076397961338
6743604095.9878085995264.012191400497
6849154419.05351761756495.946482382439
6946504698.88954680294-48.8895468029377
7048054617.1817210486187.818278951404
7147754382.63890208896392.361097911044
7242204397.14008429993-177.140084299933
7339754881.45741070395-906.457410703954
7438204420.00568060831-600.005680608307
7555154587.03106433789927.968935662112
7648954870.088301742724.9116982572996
7755354755.55673561367779.443264386333
7842305108.35953213373-878.359532133729
7936954560.85567728666-865.855677286659
8055904398.162205629631191.83779437037
8150004966.1876409205633.8123590794366
8248754926.97236177374-51.9723617737363
8343604593.5845332563-233.584533256296
8444054319.889375314685.1106246853969
8545004898.48424673833-398.484246738325
8640704666.65431328851-596.654313288513
8748004876.9210478038-76.9210478038012
8840804697.61604938619-617.616049386185
8948504323.87099987887526.129000121126
9041054521.01381625244-416.013816252436
9138054175.22137622433-370.221376224328
9250604284.66247545681775.337524543188
9340604639.62025335084-579.620253350837
9446004330.88552360567269.114476394328
9546354132.37738085057502.622619149425
9639004188.04356981432-288.043569814316
9741204590.89164776024-470.891647760239
9839604322.10661982045-362.106619820453
9944004648.73982349249-248.739823492489
10037004379.81604598682-679.816045986823
10139704010.25561921651-40.2556192165066
10245503934.95352892276615.046471077239
10351404039.480031405691100.51996859431
10450004820.81080076583179.189199234167
10536504879.07220462439-1229.07220462439
10643004310.68417039373-10.6841703937343
10736503996.69802097169-346.69802097169
10833553660.83173777982-305.831737779818
10940004050.93248913706-50.9324891370602
11034503968.03064571725-518.030645717251
11132954229.85284284885-934.85284284885
11233903650.31265366465-260.312653664648
11334153480.95069482349-65.950694823493
11434403412.3763091644827.6236908355218
11536803274.3324221611405.667577838895
11639003727.83467948941172.16532051059
11739653744.52870912149220.471290878506
11842953840.78933510215454.210664897849
11942103720.09479891432489.905201085679
12041003749.71915602482350.28084397518
12146904432.55249307891257.447506921093
12238604471.1895413105-611.189541310497
12342504681.03962973943-431.039629739425
12444954339.37461162628155.625388373721
12538004356.48454326542-556.484543265425
12638454076.82237339271-231.822373392705


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1273836.117076825782938.230103084534734.00405056703
1284106.550357585533127.19722504665085.90349012446
1294049.580610853332995.036112591925104.12510911473
1304056.208919098042931.488669696895180.92916849918
1313738.664059372372547.896584164654929.43153458009
1323551.097729820412297.758701220354804.43675842048
1334078.831683634062765.89975043585391.76361683233
1343981.587906083322611.652943462355351.52286870429
1354462.5608694393037.901842720375887.21989615764
1364324.672399933272847.315001396795802.02979846976
1374254.529145764482726.289497145835782.76879438314
1384226.11531632852648.633790538215803.59684211878
1394092.716727175432461.402727124565724.0307272263
1404363.150007935182685.617025439296040.68299043107
1414306.180261202982583.668012201216028.69251020475
1424312.808569447682546.462060814486079.15507808089
1433995.263709722022186.144717184415804.38270225963
1443807.697380170061956.794068335575658.60069200455