Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0943679107239916
gamma0.561964915342722


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13120.96121.369898504274-0.409898504273542
14120.9120.8655669862910.0344330137089486
15120.86120.8271496911880.0328503088119732
16120.73120.6960830395310.0339169604693836
17120.53120.4926170455620.0373829544384705
18120.53120.4932281302020.0367718697980735
19120.53120.583364881395-0.0533648813948702
20120.52120.4758289490320.0441710509684299
21120.51120.4516639454930.0583360545073788
22120.43120.338002330410.0919976695903131
23120.29120.1921006249470.0978993750529327
24120.27120.295922517765-0.0259225177653661
25120.27120.273059597256-0.00305959725645266
26120.24120.2119375361220.0280624638776175
27120.21120.2029190655420.00708093445842906
28120.06120.079420611866-0.0194206118657547
29119.86119.8509212626320.00907873736767328
30119.85119.8488613374430.00113866255692585
31119.85119.925635457316-0.075635457316281
32119.83119.8159978972330.014002102767364
33119.71119.778985913083-0.0689859130832389
34119.57119.5433091899290.0266908100705052
35119.2119.331244612578-0.131244612578044
36119.13119.183442666029-0.0534426660286442
37119.13119.1079827266250.0220172733746864
38119.09119.049227117380.0407728826198195
39118.9119.031408102461-0.131408102460512
40118.54118.734840727712-0.194840727712489
41118.12118.279787348648-0.159787348647626
42118.11118.0417918837290.0682081162710233
43118.1118.124895207823-0.0248952078225813
44118.08118.0100458990730.0699541009267364
45117.91117.978313988091-0.0683139880910062
46117.63117.692700673095-0.0627006730949518
47117.28117.332200408241-0.0522004082406511
48117.2117.211857698109-0.0118576981094094
49117.17117.1303220452460.0396779547538557
50117.14117.0432330376050.0967669623952645
51116.96117.040698067006-0.080698067006395
52116.34116.758916092357-0.418916092356895
53115.99116.022717189286-0.0327171892858331
54115.99115.8667130698220.12328693017848
55115.97115.9650140665090.00498593349128384
56115.92115.8429845786350.0770154213647487
57115.63115.78191902971-0.151919029709674
58115.31115.36841608161-0.0584160816100621
59115.13114.9683201447030.161679855297479
60115.09115.0381608681860.0518391318135514
61115.07115.0026361520830.0673638479172212
62115.01114.9281598043360.0818401956643129
63114.64114.894216225947-0.25421622594709
64113.86114.406059705166-0.546059705165703
65113.34113.497862524992-0.157862524991955
66113.33113.160048701660.169951298339782
67113.32113.2527533172760.0672466827239475
68113.26113.1465992462280.113400753772225
69113.2113.0789673051020.121032694897508
70112.61112.921222240983-0.311222240982588
71112.28112.2272695149970.0527304850031243
72112.16112.1368289140310.0231710859685421


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73112.018598854337111.747497781139112.289699927535
74111.81636437534111.414472132695112.218256617985
75111.632463229677111.117318829575112.147607629779
76111.354395417347110.732805575737111.975985258958
77110.999660938351110.274521700729111.724800175973
78110.842009792688110.014337329861111.669682255514
79110.771025313691109.840795604924111.701255022458
80110.597540834695109.564103495269111.63097817412
81110.405723022365109.268029311126111.543416733603
82110.104738543368108.861477085018111.348000001718
83109.729170731038108.378853005934111.079488456143
84109.588186252042108.129202804617111.047169699466