Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.852434355089833
beta0.0639027324935784
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1341453812.12740384616332.872596153844
1442854252.6971401773332.302859822672
1543704388.39387044698-18.3938704469801
1643554387.99799896256-32.997998962559
1743854422.93890375039-37.9389037503915
1845254564.93470336079-39.9347033607901
1943754370.97052299794.02947700209916
2045254519.494084271955.50591572804842
2146104734.36780241771-124.367802417712
2245954687.79969511515-92.7996951151545
2345004544.9612599231-44.9612599230968
2443704415.86944752762-45.8694475276152
2543904539.29204968813-149.292049688129
2645304494.8219777790535.1780222209527
2745904595.97278561315-5.97278561315306
2845804575.170904302874.82909569712501
2945954614.84926566816-19.8492656681565
3046854746.17762689915-61.1776268991462
3144904513.64253212093-23.6425321209272
3246354610.3377004014824.6622995985163
3347104794.96188941442-84.9618894144214
3446554761.37546812408-106.375468124081
3546654588.0167395088176.9832604911908
3645504543.37613056926.62386943080128
3745904679.77920105585-89.7792010558542
3846754699.99819207583-24.9981920758255
3946454727.2391310705-82.2391310705034
4046654622.32358458842.6764154120046
4146354671.98867714488-36.9886771448828
4247204763.0405896749-43.0405896748989
4345654532.9254164748332.0745835251701
4447204668.6993714332451.3006285667643
4548304845.76075917989-15.7607591798915
4648304857.67997144763-27.6799714476319
4747654772.42432882147-7.42432882146932
4847054634.8141291285970.185870871409
4946754804.00122474526-129.001224745258
5049004791.03630258705108.963697412953
5149454922.0122888412222.9877111587803
5249054928.94909702264-23.9490970226361
5349554910.1553353411444.8446646588591
5451205074.6202958687745.3797041312318
5548604940.32709665712-80.3270966571217
5650404986.3653167299853.6346832700165
5751405158.88973378938-18.8897337893832
5852405169.5817479144270.418252085582
5951455179.48004493041-34.4800449304148
6050705037.3280263556332.6719736443683
6150855150.16912862873-65.1691286287287
6252155235.23475743353-20.2347574335263
6352555244.8550598488710.1449401511336
6452755234.6830252121640.3169747878401
6553155285.0892619005429.9107380994647
6654505440.355284843449.64471515655805
6752055258.55606131997-53.5560613199741
6853705350.146996698219.8530033018042
6955005484.2964598661215.7035401338799
7054905540.66397814786-50.6639781478598
7154405428.2807576010711.7192423989291
7253605334.3490582282625.6509417717425
7353805425.31387908436-45.3138790843595
7454605533.56381962515-73.5638196251475
7554505498.93085455277-48.9308545527747
7655205436.3581673432483.6418326567609
7754755518.0256568994-43.0256568993991
7856005600.01982505736-0.0198250573621408
7952505392.02169950023-142.02169950023
8054655405.5809105259759.419089474035
8155155561.5475943939-46.5475943938991
8254255540.36759021831-115.367590218308
8353255363.82086451859-38.8208645185878
8452755207.8962729949367.1037270050738
8551605305.0163464202-145.016346420201
8653605299.9681207061160.0318792938888
8754355365.9894044306669.0105955693443
8852855413.07955224655-128.079552246551
8954155273.60593222603141.394067773971
9055755507.2271095430867.772890456924
9152655327.8312070815-62.8312070814964
9254805434.702570476545.2974295234953
9355655558.30689275436.69310724570278
9455005570.5682678198-70.5682678198
9552805444.15868201936-164.158682019361
9651355190.84813852058-55.848138520575
9750505138.98611853307-88.986118533071
9851005202.13812201139-102.138122011388
9950705112.59127190826-42.5912719082608
10051155010.73133997446104.268660025545
10151405097.0079652564642.9920347435354
10253305218.44726820544111.552731794563
10350805042.0462986301837.9537013698246
10452855241.2244670920743.7755329079291
10554055348.1901132324956.8098867675117
10653855384.856946372020.143053627980407
10752555301.85055817049-46.8505581704912
10851005167.84768439394-67.8476843939352
10950405103.54044161014-63.5404416101373
11052355190.5021595757644.4978404242429
11153105246.7873239014263.2126760985821
11252655274.60065198516-9.60065198515895
11353805266.37690836797113.623091632029
11454655473.59730100601-8.59730100600609
11552255192.8262552353432.1737447646619
11654455396.5322694509848.4677305490231


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1175518.272503444695375.28568769665661.25931919277
1185503.907335763615310.876154408455696.93851711877
1195419.593344705545182.617447279285656.5692421318
1205330.730110445365052.780150029355608.68007086137
1215336.891093540325019.592835368545654.1893517121
1225509.417764505125153.686233076755865.1492959335
1235543.567340866585149.895233654895937.23944807828
1245516.34212278715084.95142361545947.73282195879
1255544.599727492855075.529499788016013.66995519768
1265640.852816221815134.013698139176147.69193430446
1275377.819584628174833.029433568455922.60973568789
1285559.14420308614976.152381704076142.13602446814