Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.353448151874362
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
212392201-962
39661860.98287789686-894.982877896864
410011544.65283374502-543.652833745019
510791352.49974439658-273.499744396582
69091255.8317652015-346.8317652015
710381133.24471877971-95.244718779707
88171099.58064895123-282.580648951226
9817999.703040823957-182.703040823957
10926935.126988702904-9.12698870290353
11555931.901071413684-376.901071413684
12156798.68608428305-642.68608428305
131604571.5298755578351032.47012444216
14610936.454532907411-326.454532907411
15635821.069781580279-186.069781580279
16623755.303761161063-132.303761161063
17744708.54124129265835.4587587073418
18939721.074074025527217.925925974473
19993798.099589806714194.900410193286
20634866.986779589086-232.986779589086
21858784.63803293216473.3619670678358
22849810.56768461015938.4323153898413
23458824.151515456951-366.151515456951
24109694.735939012695-585.735939012695
251538487.7086538822631050.29134611774
26739858.932189097214-119.932189097214
27855816.54237851055738.457621489443
28834830.1351537514843.86484624851562
291004831.501176515301172.498823484699
301355892.47056687647462.52943312353
319681055.95074020148-87.9507402014779
328111024.86471362128-213.864713621283
331121949.274625840701171.725374159299
349601009.97064196724-49.9706419672386
35973992.308610915943-19.3086109159428
36233985.484018072442-752.484018072442
371662719.519932569743942.480067430257
388941052.63777058139-158.637770581392
39966996.56754375193-30.5675437519299
40859985.763501905471-126.763501905471
41946940.959176431865.04082356813956
421156942.740846205944213.259153794056
438951018.11689998474-123.116899984744
44952974.601459220635-22.6014592206353
451078966.613015229438111.386984770562
466891005.98253913945-316.982539139451
47621893.945646504169-272.945646504169
48587797.473512185118-210.473512185118
491425723.082038284782701.917961715218
501022971.17364462044550.8263553795548
511406989.138125995858416.861874004142
527761136.47718494951-360.477184949506
5311051009.0671901362395.9328098637698
5422441042.974464486691201.02553551331
556791467.47472036779-788.474720367789
566651188.78978765414-523.789787654139
577041003.65725523712-299.657255237119
58449897.743952177815-448.743952177815
59560739.136231615769-179.136231615769
60229675.820861617438-446.820861617438
611158517.892853859844640.107146140156
62908744.137541664655163.862458335345
631104802.054424724872301.945575275128
64731908.776530272507-177.776530272507
65989845.941744201053143.058255798947
661308896.505420323561411.494579676439
677571041.94741901652-284.947419016516
68896941.233280383759-45.2332803837587
69917925.245661028904-8.24566102890435
70844922.331247377256-78.3312473772557
71815894.645212757751-79.6452127577513
72401866.494759502884-465.494759502884


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73701.966497049389-124.9509754222151528.88396952099
74701.966497049389-175.0829272759431579.01592137472
75701.966497049389-222.500310975631626.43330507441
76701.966497049389-267.6014817796031671.53447587838
77701.966497049389-310.6959600413771714.62895414015
78701.966497049389-352.029915862761755.96290996154
79701.966497049389-391.8029598574351795.73595395621
80701.966497049389-430.1796115835991834.11260568238
81701.966497049389-467.297372966011871.23036706479
82701.966497049389-503.2725597994831907.20555389826
83701.966497049389-538.2046083165311942.13760241531
84701.966497049389-572.1793176104161976.11231170919