Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.570074336371817
beta0.146198857248525
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
131.751.677887286324790.0721127136752133
141.751.728484635442420.0215153645575814
151.751.7524475822086-0.00244758220859564
161.761.77337920951131-0.0133792095113106
171.761.7773805835662-0.0173805835661984
181.771.78765230584211-0.017652305842111
191.781.83796457528831-0.0579645752883147
201.781.79296484236876-0.0129648423687649
211.781.78587109103399-0.00587109103398498
221.781.78399865046806-0.00399865046806269
231.781.774110375824740.00588962417526084
241.791.783266685565750.00673331443425318
251.791.81821825057023-0.0282182505702322
261.791.77938679218410.010613207815902
271.791.775444180930970.0145558190690296
281.791.79139812650933-0.00139812650933235
291.791.79153677178443-0.00153677178442524
301.81.80307177092216-0.00307177092215638
311.81.83792789995671-0.0379278999567094
321.81.81893019248964-0.0189301924896412
331.81.80622144748277-0.00622144748276909
341.81.799661001355070.000338998644933364
351.811.791564963561640.0184350364383581
361.811.804349633895810.00565036610419334
371.821.819680824518470.000319175481526823
381.821.812214451730930.00778554826907052
391.821.806521215892120.0134787841078776
401.821.813078717999020.00692128200097808
411.831.81667036914150.0133296308584994
421.831.83602934780175-0.00602934780175213
431.841.85397635724945-0.0139763572494478
441.841.85855909764472-0.0185590976447172
451.841.85331533458358-0.0133153345835844
461.851.846729729834540.00327027016546433
471.851.849527370498380.00047262950162108
481.851.846521297740820.00347870225917624
491.861.858087089250190.00191291074981148
501.861.854636704309270.00536329569072569
511.861.84970584688780.0102941531122032
521.861.851058787825210.00894121217479382
531.871.858155566131150.0118444338688484
541.871.867819670950770.00218032904923238
551.871.88718913285081-0.017189132850812
561.871.88786129803654-0.0178612980365427
571.881.88521910191455-0.00521910191455399
581.91.891003643905050.00899635609495064
591.91.896964152976930.00303584702307447
601.911.898026673218970.011973326781028
611.911.91578481668391-0.00578481668390962
621.911.91081096133048-0.000810961330477422
631.921.905347029380520.014652970619482
641.921.909833247311790.010166752688209
651.921.92020907706641-0.000209077066405383
661.921.919174580275760.000825419724244103
671.921.92965893283891-0.00965893283890873
681.921.93517720781478-0.0151772078147849
691.921.94056636767796-0.0205663676779591
701.921.9435003321767-0.023500332176702
711.931.925451241040840.00454875895916063
721.931.928423281538220.00157671846178231
731.931.928958002697480.00104199730252463
741.941.926921401219960.0130785987800355
751.951.934088581103120.0159114188968772
761.951.935533041130160.0144669588698438
771.951.942427443142630.00757255685736724
781.951.945450337614410.00454966238558652
791.981.953037211942760.0269627880572449
801.981.979599269595040.000400730404964245
812.011.995389532647110.014610467352888
822.022.0238847656798-0.003884765679802
832.112.037481118021590.0725188819784059
842.142.091992429762840.0480075702371647


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
852.136705045503372.098730093158762.17467999784798
862.157101175451862.111738099124672.20246425177905
872.174792361783632.121495017628122.22808970593914
882.181980872964972.120251415142742.24371033078721
892.191893968445762.121271024172582.26251691271895
902.202899209668122.122950074992712.28284834434352
912.23074811510022.141063378647532.32043285155287
922.241492175475142.141681865053382.3413024858969
932.274102230927832.163792952832052.38441150902362
942.29603824612312.174870995547222.41720549669898
952.354742275335192.22237071586052.48711383480987
962.361375544920072.217464625848932.5052864639912