Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.573314480838667
beta0.0612762739836527
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
367634
47658.433780224181317.5662197758187
58562.262382101010622.7376178989894
610669.854607003656536.1453929963435
710886.40351197247621.5964880275239
812095.370016089176524.6299839108235
9108106.9409328254551.05906717454477
10111105.0355073092075.96449269079287
11109106.1519693351432.84803066485692
12104105.581771508089-1.58177150808878
13104102.4163354051091.58366459489058
14117101.12132470629115.8786752937094
15111108.5796776414362.42032235856384
16110108.4071892672671.5928107327329
17116107.8162328521838.18376714781692
18118111.2914676397036.70853236029654
19115114.1566035615110.843396438488796
20111113.688801129271-2.68880112927089
21112111.1014795519630.898520448036791
2297110.602386922525-13.6023869225255
23106101.3118544354724.68814556452767
2493102.672246335831-9.67224633583125
259595.4598260318778-0.459826031877768
269793.51286573875813.48713426124188
278193.9512599693995-12.9512599693995
287184.5102995335033-13.5102995335033
297574.27420902631830.725790973681683
307072.2253728118176-2.22537281181764
317268.40641303683513.59358696316488
328068.049791941338911.9502080586611
337872.90396041371275.0960395862873
348074.0075616487095.99243835129106
358175.83559908245915.16440091754092
369977.370339039594821.6296609604052
378789.1047134411431-2.10471344114313
3810087.157887510804712.8421124891953
399594.23144412751820.768555872481755
4012894.410055710523233.5899442894768
41112114.585678618271-2.58567861827107
42104113.930456682489-9.93045668248864
43102108.715504468623-6.71550446862338
44108105.1078113793862.89218862061426
45103107.10995211551-4.10995211550997
4699104.953279188854-5.95327918885415
4796101.530658035858-5.53065803585783
488598.156036511712-13.1560365117120
497889.9474959553871-11.9474959553871
507482.012106795492-8.01210679549206
5110676.051463308357529.9485366916425
5210092.90631575492657.09368424507348
5310996.907355544310412.0926444556896
5487104.199193167075-17.1991931670749
5510794.093378561283712.9066214387163
56106101.7010804615544.29891953844636
57109104.5248857318094.47511426819088
5883107.606919330432-24.6069193304317
598493.1513467045852-9.15134670458518
608387.2351856011425-4.23518560114248
616583.9887463421642-18.9887463421642
626871.6167914849716-3.61679148497156
636167.9307409809361-6.93074098093612
647562.101274324827512.8987256751725
656668.0934677023753-2.09346770237528
667865.416874792480312.5831252075197
676871.5966375536399-3.59663755363991
686868.3739560812232-0.373956081223227
6917466.9857472718381107.014252728162
7064130.924225897852-66.9242258978518
714892.7901694014725-44.7901694014725
724565.7723835994909-20.7723835994909


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
7351.794596411203112.238068603637591.3511242187687
7449.7259175420393.4227183652077996.0291167188702
7547.6572386728749-5.18286480304995100.497342148800
7645.5885598037109-13.6807573404367104.857876947858
7743.5198809345468-22.132040063258109.171801932352
7841.4512020653827-30.5759253366122113.478329467378
7939.3825231962187-39.0388465094208117.803892901858
8037.3138443270546-47.5392604093633122.166949063473
8135.2451654578906-56.090390439128126.580721354909
8233.1764865887265-64.7018900215527131.054863199006
8331.1078077195624-73.3809003425036135.596515781628
8429.0391288503984-82.1327493535649140.211007054362