Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.653615272491929
beta0.0529317928553807
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13462824558671.733707265-95847.733707265
14399492431689.970570098-32197.9705700981
15347630356235.210613738-8605.21061373776
16347630344263.4491707283366.55082927167
17546859536823.21149951310035.7885004871
18567562552061.7978839515500.2021160501
19409838400070.8110592789767.18894072168
20231412295363.638310469-63951.6383104689
21325803259280.34423200966522.6557679914
22325803301299.31929575324503.680704247
23399492326622.513389372869.4866107003
24442021396682.57124031845338.4287596825
25431664330765.16798842100898.83201158
26325803362870.606234644-37067.6062346441
27378790300680.01020164778109.9897983534
28357986360808.412101891-2822.41210189089
29536412562693.924757772-26281.9247577717
30493873565891.832512064-72018.8325120637
31325803361487.68530039-35684.6853003898
32200263206741.343205462-6478.34320546151
33315447260610.12629222554836.8737077754
34347630287224.42209415560405.5779058452
35378790360796.97755139517993.0224486051
36420195391584.19631693928610.803683061
37336150339531.504829378-3381.50482937793
38263595257633.3332693575961.66673064331
39294755266896.85048906927858.1495109314
40305101267841.33285322637259.6671467735
41577918490881.00731238287036.9926876178
42577918559305.74117725518612.2588227447
43420195436863.036865004-16668.0368650044
44399492315458.80074873284033.1992512684
45462824463653.298693989-829.298693989054
46431664467813.6976716-36149.6976715997
47515709472246.11284615843462.8871538417
48620447532900.76699809587546.2330019053
49641250519868.621415624121381.378584376
50493873538651.22910481-44778.2291048102
51452367536477.054370399-84110.0543703993
52409838477762.255327648-67924.2553276478
53694135655923.47040627138211.5295937294
54714939673673.89061364341265.1093863568
55661953559540.638598795102412.361401205
56714939560694.126385505154244.873614495
57704481737657.675763943-33176.6757639428
58620447719594.467159778-99147.4671597781
59714939719401.204828258-4462.20482825767
60819676771317.06216838348358.9378316172
61862205750351.693205281111853.306794719
62735641710982.02780211924658.972197881
63651596748602.016132604-97006.0161326036
64714939694651.46255801320287.5374419868
65987746977871.6628650589874.33713494195
661071790987816.38738075983973.6126192407
671051088933914.33953695117173.66046305
681092483974316.525497155118166.474502845
6910821371073177.01155258959.988447499
709773991071659.79062202-94260.7906220192
7111558251119483.2229994336341.7770005683
7211983541229802.4791591-31448.4791590972
7312605621189342.999838171219.0001619034
7410717901102481.27550392-30691.2755039206
759981021069135.57898985-71033.5789898504
7610821371081043.24794921093.75205080328
7712823891355700.62086235-73311.6208623494
7814608141341652.10061132119161.899388679
7914182861328178.5645785290107.4354214796
8014182861356226.2577922262059.7422077821
8114390891383638.4513042155450.5486957948
8213664231381413.88786069-14990.8878606949
8315553071533690.395904921616.6040951016
8415553071617796.41930872-62489.4193087157
8515231241598429.50455274-75305.5045527376
8613445971381246.60092359-36649.6009235887
8713767801330575.991611746204.0083882969
8813975831448695.31371276-51112.3137127643
8915345031666250.51478733-131747.514787332
9017129291681448.9762821131480.0237178891
9115863551598339.35889205-11984.3588920489
9216496981544149.0851734105548.914826602
9315967121593407.820133473304.17986652721
9415656531526606.3241478839046.6758521234
9518074211722658.9927017284762.0072982791
9617544351816865.5247771-62430.5247770955
9716807461791060.59651607-110314.59651607
9815760091561136.6081310814872.391868921
9916807461571374.87068257109371.129317428
10017337321697791.7803143835940.2196856181
10117969631948046.28381445-151083.283814455
10218809982010208.39690715-129210.396907149
10317969631804516.53620369-7553.53620368824
10418488261791590.2082284957235.7917715057
10517855851769839.4043328915745.5956671124
10617752391719965.5693650355273.4306349694
10720376991939435.8896934698263.1103065431
10820595251988925.3062176370599.6937823654
10919754912035530.70203437-60039.7020343684
11018281231885615.42797314-57492.4279731382
11119536641882569.6654004771094.3345995336
11220065491958490.4753472448058.5246527561
11320698822152260.40363999-82378.4036399946
11421642732269659.29524517-105386.295245171
11520698822125257.33846745-55375.3384674527
11621435702105439.5203305138130.4796694946
11721113882058092.1718054753295.82819453
11819961932049015.2565196-52822.2565195966
11922379512211545.4396461626405.5603538356
12022379512200821.3077340537129.6922659529


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1212175476.573932172046785.663038492304167.48482585
1222062941.564237741906719.270042992219163.85843249
1232141258.3498381959439.929761762323076.76991425
1242159516.039933941953218.694011072365813.38585681
1252271814.616325792041712.415700962501916.81695062
1262433059.550013292179558.331804682686560.76822191
1272376480.611188562099811.53810862653149.68426853
1282428779.663709812129054.13227992728505.19513971
1292363977.211541612041221.315281282686733.10780194
1302283678.282958611937855.574768332629500.99114888
1312510375.336359892141402.476463382879348.1962564
1322487391.379442722095149.244463842879633.51442159