Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.439017108194885
beta0
gamma0.730635320707144


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1353655257.31303418804107.686965811962
1450855031.7194078890453.2805921109593
1551055080.1571194071224.8428805928752
1652005191.110189050868.88981094914107
1752055207.35125485944-2.35125485943718
1851605173.24063379704-13.2406337970378
1951405247.05772241675-107.057722416746
2051505182.60417075804-32.6041707580362
2152105165.2120020433744.7879979566287
2252055221.79631943475-16.7963194347494
2352005208.21906789481-8.21906789480727
2450955202.99070985552-107.990709855523
2551405430.59897236164-290.598972361639
2651655007.85125185765157.148748142351
2751905090.2329847147699.7670152852434
2850505227.54028419295-177.540284192952
2950555157.32792909928-102.327929099282
3049855074.86256524738-89.8625652473811
3149955076.58813768487-81.5881376848702
3250105053.83273817094-43.8327381709405
3350105063.23206744796-53.2320674479606
3450205051.54209390452-31.5420939045171
3551705035.00678676794134.993213232061
3651555051.75727674404103.242723255961
3751555297.25426673219-142.254266732192
3851505123.1525210741726.8474789258253
3951305124.810492026355.18950797365051
4051705106.9356192310363.0643807689703
4151805173.180410810666.81958918933742
4251755143.7419022891731.25809771083
4351855202.03298994119-17.0329899411909
4452005223.09335812241-23.0933581224126
4552055237.74509016433-32.7450901643324
4652105243.93940451751-33.939404517514
4751955294.61011534084-99.6101153408372
4851955195.35203280222-0.35203280222413
4952105294.74634013838-84.7463401383784
5052055215.20195264908-10.2019526490812
5152355191.7175519444443.2824480555619
5252355214.2875322430420.7124677569591
5352055238.88583651885-33.8858365188471
5451955201.59365688116-6.59365688116395
5552005223.47391953341-23.4739195334123
5651655239.2226225978-74.2226225977956
5751705227.47173960642-57.4717396064198
5852555222.3211135264332.678886473569
5952405275.32168246327-35.3216824632709
6052655244.9706207089220.0293792910807
6152755318.72169148612-43.7216914861156
6252855287.74162655923-2.74162655922555
6353205289.4542973524730.545702647526
6453355297.1817823262937.8182176737082
6553355306.9113827346128.0886172653936
6653255308.01340109816.9865989020009
6753555333.3270201140621.6729798859387
6853755348.0954147960126.9045852039899
6954455387.6068561260757.3931438739282
7054155469.83426908176-54.8342690817562
7154155456.54340612088-41.5434061208807
7254505446.147857622653.85214237734726
7355355486.6669436623548.333056337653
7455705512.8971475718757.102852428131
7555905554.5261764156135.473823584387
7655755567.398004998127.60199500188173
7755755559.874257297115.1257427029004
7855955550.7349242244444.2650757755582
7956505589.9450865948760.0549134051325
8056805623.7081052911356.2918947088729
8156655688.61754316439-23.6175431643942
8256755689.28078943784-14.2807894378429
8357005699.241175873850.758824126152831
8457005726.02348135837-26.0234813583693
8557105771.65822381068-61.6582238106812
8657455753.19488464076-8.19488464075675
8757455757.2919150536-12.2919150536027
8857655737.7698316873327.2301683126743
8957405741.94697579854-1.94697579853982
9057255737.25587974924-12.2558797492356
9157655758.124218240236.87578175976705
9259005766.99832513973133.00167486027
9359005832.8318747135567.168125286451
9459005877.1784744197322.8215255802706
9558905909.59175719487-19.5917571948657
9659355916.4624409143318.5375590856656
9759455967.05449107927-22.0544910792723
9860005987.8910962648512.1089037351476
9960005999.222571240430.777428759565737
10059956001.63722444189-6.63722444189079
10160655978.9870534366186.0129465633909
10260656008.6865173173856.3134826826172
10360656067.49954801838-2.49954801837703
10460756123.9534383465-48.9534383465043
10560706082.92212559255-12.9221255925495
10660856073.9312205218211.0687794781752
10760956083.8007484280611.1992515719439
10860956119.8174239174-24.8174239173959
10960656134.73827229686-69.7382722968632
11061156148.64356612901-33.6435661290052
11161906135.2444480803554.7555519196512
11262006158.317347880841.6826521191988
11362056194.855317673110.144682326898
11462106179.0742800488530.9257199511458
11562306202.6357214216727.3642785783286
11662356253.16010464312-18.160104643116
11762356240.41588742671-5.41588742670683
11862356244.55359551627-9.55359551626862
11962256245.42302509621-20.4230250962082
12062256252.79468433771-27.7946843377067
12162556247.996580463767.00341953623956
12263106310.3870684526-0.387068452603671
12363056347.82061444545-42.820614445448
12463206322.69766723708-2.69766723708472
12563206326.82532641284-6.82532641284433
12663306312.111769875817.8882301241993


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1276328.489788247926211.214754253816445.76482224203
1286348.341527838166220.262584724526476.4204709518
1296348.793429451626210.75358831916486.83327058415
1306353.61286616356206.284050887336500.94168143967
1316354.22139196346198.155502412016510.28728151478
1326367.537657789396203.198545122166531.87677045661
1336389.204730928236216.989383113246561.42007874322
1346445.491429678576265.7446408516625.23821850614
1356465.702501717966278.727395982976652.67760745295
1366475.823886290816281.88969065896669.75808192273
1376479.444047709456278.791974941236680.09612047767
1386477.856368409686270.704162587576685.0085742318