Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.449324655668049
beta0.000702204199901681
gamma0.91359324470301


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1312811511215879.2003205165271.7996794872
1411649761123508.8963108541467.1036891497
1514543291427526.9307422526802.0692577497
1616452881624977.3934869220310.6065130809
1718177431803208.5736574414534.4263425625
1818957851889016.251196626768.74880337855
1922363112150351.6290092785959.3709907318
2022959512276399.5525680019551.4474319955
2120873152096455.67756703-9140.677567031
2219808911934653.4643352946237.5356647144
2314654461553194.84478781-87748.8447878123
2414450261502069.82133576-57043.8213357613
2514881201506307.41874740-18187.4187473964
2613383331364489.08985710-26156.0898570959
2717157891630751.3817851785037.6182148324
2818060901851127.98145389-45037.9814538904
2920833161997095.1339979586220.8660020537
3020922782111233.71610509-18955.7161050858
3124308002400869.8903864629930.1096135429
3224248942468334.59079676-43440.5907967607
3322990162245633.634837353382.3651626995
3421306882139786.31006181-9098.31006181473
3516522211666040.16152991-13819.1615299087
3616081621663588.26220464-55426.2622046359
3716470741688108.77785988-41034.7778598769
3814796911532016.0878417-52325.0878417001
3918849781842453.0591707642524.9408292447
4020078981978266.3405275529631.6594724457
4122089542223822.24194732-14868.2419473208
4222171642239595.86372031-22431.8637203104
4325342912552233.65191923-17942.6519192276
4425603122561229.93221186-917.932211856823
4524290692406314.1477030722754.8522969251
4623150772255229.5697889359847.4302110691
4717996081810067.21827160-10459.2182715959
4817725901788173.63652074-15583.6365207382
4917447991837830.12103192-93031.1210319202
5016590931652671.143041516421.85695848591
5120998212037218.5423732162602.4576267861
5221357362175568.52446285-39832.5244628475
5324278942367504.8376022360389.162397767
5424688822413291.9878360655590.0121639352
5527032172763273.76650906-60056.766509057
5627668412761927.216697184913.78330281842
5726552362621558.2823862933677.7176137082
5825503732494062.9879675856310.0120324227
5920520972011959.6134271840137.3865728229
6019980552010257.46568472-12202.4656847171
6119207482022506.14416004-101758.144160038
6218766941883493.52947942-6799.52947942377
6323809302290393.6502864190536.349713591
6424674022389798.8159063977603.1840936118
6527707712684997.9456859785773.0543140261
6627813402739859.4939749941480.5060250093
6731439263025399.16504871118526.834951290
6831722353137115.9813773935119.0186226126
6929525403024934.58046274-72394.5804627389
7029208772861275.7091963359601.2908036662
7123845522372627.0535621211924.9464378762
7222489872332019.83698976-83032.8369897637
7322086162267468.77927478-58852.7792747826
7421787562195602.13626053-16846.1362605328
7526328702647048.41820423-14178.4182042321
7627069052692954.3518542013950.6481457958
7730297452963701.2348105366043.7651894735
7830154022987446.6191701527955.3808298483
7933914143305698.3157951885715.6842048154
8035078053360727.71702716147077.282972842
8131778523244815.23623102-66963.2362310197
8231429613150057.43080498-7096.43080497766
8325458152607487.54571153-61672.5457115322
8424140072486048.66734327-72041.6673432724
8523725782438614.63370534-66036.6337053375
8623326642384664.69687327-52000.6968732695
8728253282821657.516613753670.48338624556
8829014782889740.8151968311737.1848031660
8932639553185706.0022203378248.9977796697
9032267383195782.5103488730955.4896511291
9136107863544451.0184413966334.9815586135
9237092743621646.6532728187627.3467271915
9334671853371324.6006174295860.399382581
9434496463379882.5260911269763.473908878
9528029512844451.53522264-41500.5352226407
9624625302726926.88815884-264396.888158840
9724906452596090.39672371-105445.396723710
9825615202531488.475805130031.5241949018
9930675543033368.0333871234185.9666128829
10032269513119250.46434697107700.535653028
10135464933491855.7450224354637.2549775708
10234927873467582.167437125204.8325629011
10339522633831516.43187976120746.568120243
10439320723943940.23156913-11868.2315691286
10537202843653090.615008667193.3849913981
10636515553635665.7706018715889.2293981262
10729149723020061.79457749-105089.794577491
10827135142761817.42172716-48303.4217271628
10927039972808102.81269686-104105.812696860
11025913732812319.08402944-220946.084029439
11131637483203497.85472923-39749.8547292300
11233551373293100.0239086562036.9760913509
11336137023618433.59452762-4731.59452761617
11436867733552599.97614478134173.023855221
11540987164013520.222446585195.7775534969
11640635174043198.8268912920318.1731087109
11735514893806543.14380253-255054.143802528
11832266633618368.50975754-391705.509757544
11926568422758484.5771562-101642.577156198
12025974842530085.1965917867398.8034082241
12125723992600048.37875682-27649.3787568221
12225966312579624.7159178517006.2840821492
12331652253168742.89468948-3517.89468948497
12433031453325707.61655029-22562.6165502854
12536982473579285.36251992118961.637480079
12636686313638798.8467542129832.1532457881
12741304334028049.82710341102383.17289659
12841314004032670.8715298998729.1284701149
12938643583692593.14930596171764.850694040
13037211103627469.0447457893640.9552542237
13128925323131763.70632868-239231.706328681
13228434512926714.057876-83263.0578759983
13327475022881243.85191718-133741.851917182
13426687752835663.51673567-166888.516735673
13530186023331816.95706841-313214.957068415
13630133923339937.47256149-326545.472561494
13733936573527923.80589374-134266.805893738
13835442333428530.84394286115702.156057135
13940758323892608.13831852183223.861681476
14040329233931482.95341505101440.046584950
14137345093629136.33073290105372.669267096
14237612853494625.26436288266659.735637121
14329700902908998.4116342861091.5883657243
14428478492917255.83865995-69406.8386599515
14527416802852518.04013351-110838.040133507
14628306392800462.3230030930176.6769969082
14732576733311517.57802799-53844.5780279944
14834800853429526.3554200350558.6445799707
14938432713883861.20173513-40590.2017351263
15037969613952518.93927919-155557.939279186
15143377674328798.301329748968.69867026433
15242436304248292.30799866-4662.30799865816
15339272023900277.5002714326924.4997285721
15439152963811663.16659534103632.833404661
15530873963049315.9080121638080.0919878441
15629637922981525.11405577-17733.1140557742
15729557922919122.4318843236669.5681156823
15828299253004296.21376346-174371.213763456
15932811953381115.12932168-99920.1293216813
16035480113530873.6464289517137.3535710522
16140596483924252.62788640135395.372113596
16239411754014118.57059015-72943.5705901543
16345285944510289.9600860618304.0399139393
16444331514427122.953063616028.04693638626
16541457374099808.1240161945928.8759838142
16640771324058335.7962479918796.2037520148
16731985193224874.86177652-26355.8617765205
16830786603100016.48266343-21356.4826634275
16930282023063318.53810005-35116.538100048
17028586423010004.38764582-151362.387645825
17133989543434565.36879225-35611.3687922517
17238088833672078.31336194136804.686638056
17341759614178727.43239384-2766.43239383725
17442275424101662.19701107125879.802988928
17547446164733100.8698963811515.1301036160
17646080124640730.30713272-32718.3071327247
17742950494316090.23779858-21041.2377985828
17842011444230865.80470834-29721.8047083411
17933532763352863.00691643412.993083572481
18032868513242530.3089781244320.6910218834
18131698893228423.48949908-58534.4894990847
18230517203106100.52519276-54380.525192759
18336954263632497.9611004262928.0388995814
18439055014001086.09363987-95585.093639873
18542964584333083.78489143-36625.784891434
18642462474305499.40174536-59252.4017453594
18749218494796132.73853849125716.261461509
18848214464732773.2733208388672.7266791705
18944250644468541.40282752-43477.4028275246
19043790994368851.1930957810247.8069042219
19134728893523963.43281464-51074.4328146395
19233591603412564.67874247-53404.678742473
19332009443302749.7037284-101805.703728402
19431531703163008.10682421-9838.10682420991
19537414983768385.11242673-26887.1124267261
19639187194016790.26708917-98071.2670891709
19744034494377252.1815706526196.8184293527
19844004074366451.3564565533955.6435434455
19948474734991990.37755421-144517.377554213
20047161364788455.1798111-72319.1798111014
20142974404385234.29667774-87794.2966777394
20242722534292478.68450884-20225.6845088359
20332718343402856.49081998-131022.490819981
20431683883254146.41104936-85758.4110493618
20529117483105217.30706913-193469.307069132
20627209992970301.78197178-249302.781971778
20731999183459173.11880858-259255.118808582
20836726233566952.9673333105670.032666703
20938920134081139.23101098-189126.231010978
21038508453977083.84712417-126238.847124167
21145324674440396.3965996292070.6034003822
21244847394379104.5266934105634.473306597
21340149724047729.41480898-32757.4148089779
21439837584013386.14465595-29628.1446559522
21531584593063484.6987183694974.3012816403
21631005693038850.5428560961718.4571439149
21729354042901802.2750642233601.7249357812
21828557192840702.0329917615016.9670082373
21934656113443291.3093233622319.6906766407
22030069853861229.40645906-854244.406459063
22140951103795537.91256494299572.087435059
22241047933942604.63007496162188.369925035
22347307884645335.3376033985452.662396606
22446427264587882.349009854843.650990204
22542469194164034.2084524682884.7915475392
22643081174183235.20302457124881.796975435


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
2273365503.341978633143691.379072683587315.30488458
2283281491.939319463038288.874574843524695.00406408
2293102575.074832862839689.397174683365460.75249104
2303017024.647300252735805.865683463298243.42891703
2313616533.407897273318082.220354273914984.59544028
2323583435.200050003268671.456983603898198.94311639
2334482309.611723854152016.831390994812602.39205672
2344425815.373167144080671.285119374770959.46121491
2355017175.44883844657773.743127275376577.15454954
2364906010.142524984532876.43432215279143.85072785
2374471692.260625484085296.109379454858088.41187151
2384474818.888172144075583.042630184874054.73371409