Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.670019604263073
beta0.0548037596931145
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1318391943.50747863248-104.507478632478
1418191852.10744587038-33.1074458703802
1517571761.45614285365-4.45614285364627
1616641656.713146792177.28685320783075
1719221913.272425258168.72757474184436
1818391833.575821725285.42417827472241
1916331737.32338475279-104.323384752786
2016741546.87388343011127.126116569893
2116331633.70977136584-0.70977136584429
2217361629.03371240698106.966287593021
2315911711.30548244631-120.305482446306
2416841648.7998093333635.2001906666367
2516021599.459769978512.54023002149165
2615811604.45955648684-23.4595564868443
2714161531.1963081942-115.196308194202
2813541353.533266409910.466733590085596
2916641603.1509864185560.8490135814527
3016021556.3532362057845.6467637942169
3114051451.37965634023-46.3796563402313
3215291378.79853773767150.201462262329
3314261442.43049078308-16.4304907830808
3415091465.6934397545343.3065602454731
3514261430.92036613489-4.92036613489358
3615711501.8793513805269.1206486194781
3714471470.57562736117-23.5756273611682
3814261454.62498419593-28.6249841959348
3912301352.56692263271-122.566922632712
4011681212.79876920505-44.7987692050458
4116121455.01736096008156.982639039919
4215091474.1492450385534.8507549614505
4313331337.7134530246-4.71345302460486
4414981365.58562878469132.414371215309
4513741369.329675561844.67032443816083
4613331434.23252473535-101.232524735351
4713121289.1839585152322.816041484768
4814161406.659901748029.34009825197836
4912401306.01990347649-66.0199034764896
5012401259.71185817746-19.7118581774625
5110951132.70133784216-37.7013378421595
5210441078.64755584275-34.647555842753
5315601397.81511677715162.184883222848
5414261383.8860515696542.113948430351
5513021243.2826026376158.7173973623906
5614051365.254614491839.7453855081994
5712611267.7032546657-6.70325466569966
5811991292.5697472253-93.5697472253048
5912501196.4003896425453.5996103574601
6014051333.9968930707871.0031069292218
6111991256.01099952552-57.0109995255159
6212811237.556650137843.4433498621963
6311781155.7810217783422.2189782216569
6411371153.93880416597-16.9388041659745
6515911561.6287699264329.3712300735747
6614981425.9203833754572.0796166245464
6712501318.80314394873-68.8031439487334
6813741352.3208104850721.6791895149258
6913121229.9215304185882.0784695814182
7013541291.453233862662.5467661373957
7114261360.0244932580765.9755067419273
7216221523.6868300736898.3131699263233
7314881434.7908105342653.2091894657412
7415401540.41509695491-0.41509695490663
7514571437.7203409629519.2796590370483
7613951436.35000884069-41.3500088406868
7718601857.431610316172.56838968382522
7817461731.3397541347414.6602458652585
7914671550.63547418708-83.6354741870816
8014261614.90156039382-188.901560393824
8113431374.43616393941-31.436163939411
8213741352.394083128921.6059168710988
8313541392.09058155161-38.0905815516098
8415291490.3011229886838.6988770113214
8513431337.993645606975.00635439303005
8614051383.2708522166721.7291477833339
8713641292.3699132826571.6300867173477
8813231298.4489342013824.5510657986172
8918291772.9777608199656.0222391800357
9017261683.4539134979642.5460865020439
9114471486.78479587116-39.7847958711639
9213431545.09289351788-202.092893517882
9311881346.66210080466-158.662100804662
9411991251.11987197474-52.1198719747383
9511781213.25366840366-35.2536684036556
9613231330.34187953403-7.34187953403148
9710641126.01558920911-62.0155892091077
9810541119.39122363783-65.3912236378285
991013970.87148485170942.1285151482914
100899924.852660150457-25.8526601504575
10114671357.34800782171109.651992178286
10214051282.63267822963122.367321770365
10310951098.53117726752-3.53117726751998
10410021115.15603929041-113.156039290414
105847981.496337220672-134.496337220672
106816929.040192191474-113.040192191474
107713845.422428534591-132.422428534591
108858892.548743459247-34.5487434592468
109486636.885778465417-150.885778465417
110444551.273183346434-107.273183346434
111403390.30366058748412.6963394125158
112331281.18405263676549.8159473632348
113940790.92305668614149.07694331386
114889730.097022034544158.902977965456
115568513.55066017378254.4493398262179
116506519.598140704846-13.5981407048464
117351436.006618787475-85.0066187874747
118362416.01122118012-54.0112211801202
119300359.937345749248-59.9373457492482
120403484.977185703922-81.9771857039218


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121154.4564418561643.95400075524336304.958882957085
122185.1811902421760.886032135124339369.476348349227
123140.463034138848-75.1398558666208356.065924144317
12439.4078085853153-206.095285787732284.910902958363
125551.016548475084276.449112779989825.583984170179
126390.56760777504287.4303281319577693.704887418126
12724.269799626856-307.162926549684355.702525803396
128-39.4342201631283-399.037729179344320.169288853087
129-147.793841529732-535.549418402173239.961735342708
130-107.799578458563-523.765736956952308.166580039827
131-134.851425668988-579.144277846294309.441426508317
13220.0647269293287-452.714661130127492.844114988785