Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.929242079750219
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31.4871.46810.0189000000000001
41.51671.481662675307280.0350373246927207
51.58121.510220831773630.0709791682263732
61.5541.57217766167524-0.0181776616752423
71.55081.55128621353514-0.000486213535144442
81.57641.546834403458540.0295655965414559
91.56111.57030799987778-0.00920799987778254
101.47351.55775153892101-0.0842515389210121
111.43031.47546146367189-0.0451614636718944
121.27571.42949553124486-0.153795531244859
131.27271.2825822519346-0.00988225193459669
141.39171.269399247594280.122300752405724
151.28161.37904625311479-0.0974462531147875
161.26441.28449509420654-0.0200950942065363
171.33081.261821887073280.0689781129267222
181.32751.321919252186550.0055807478134493
191.40981.323105117891280.0866948821087183
201.41341.399665650445690.013734349554313
211.41381.408428185989550.00537181401044662
221.42721.409419901612650.017780098387348
231.46431.421941917216270.0423580827837251
241.481.457302830156460.0226971698435445
251.50231.474393995466310.0279060045336852
261.44061.49632542915672-0.0557254291567153
271.39661.44054301547216-0.0439430154721558
281.3571.39570931638431-0.0387093163843137
291.34791.35573899072164-0.00783899072164473
301.33151.34445467068032-0.0129546706803212
311.23071.32841664555486-0.0977166455548604
321.22711.23361422661325-0.00651422661324674
331.30281.223560933127190.0792390668728107
341.2681.29319320842555-0.0251932084255466
351.36481.265782619032610.0990173809673891
361.38571.353793736054170.0319062639458327
371.29981.37944237912025-0.0796423791202521
381.33621.301435329110290.0347646708897063
391.36921.329740124189680.0394598758103237
401.38341.362407901254350.0209920987456531
411.42071.377914642751080.0427853572489205
421.4861.413672597103920.0723274028960774
431.43851.47688226339401-0.0383822633940056
441.44531.437215849132240.00808415086776093
451.4261.44072798229761-0.0147279822976119
461.4451.423042121396850.0219578786031456
471.35031.43944630617694-0.0891463061769442
481.40011.352607807223030.0474921927769691
491.34181.392739551211-0.0509395512109998
501.29391.34140437670215-0.0475043767021477
511.31761.293261310898210.0243386891017938
521.34431.311877844977550.0324221550224488
531.33561.3380058757406-0.00240587574059559
541.32141.33177023476378-0.010370234763784
551.24031.31813377624439-0.0778337762443873
561.2591.241807356132240.0171926438677603
571.22841.25378348427632-0.0253834842763221
581.26111.226196082556090.0349039174439145
591.2931.25463027139310.0383697286069014
601.29931.286285037803230.0130149621967728
611.29861.294379088342830.0042209116571732


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
621.294301337069581.190994386683861.3976082874553
631.290301337069581.149277290295931.43132538384323
641.286301337069581.11570462684681.45689804729236
651.282301337069581.086549725813751.47805294832541
661.278301337069581.060278060606561.4963246135326
671.274301337069581.036079581450811.51252309268835
681.270301337069581.01346469517341.52713797896576
691.266301337069580.9921106800607621.5404919940784
701.262301337069580.9717914884218181.55281118571734
711.258301337069580.9523414901423011.56426118399686
721.254301337069580.9336350249908361.57496764914832
731.250301337069580.9155740757468711.58502859839229