Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.236026842400955
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31.051.040.01
41.031.09236026842401-0.0623602684240097
51.071.057641571176610.0123584288233853
61.121.100558492108840.0194415078911647
71.11.1551472098279-0.0551472098279002
81.061.12213098802500-0.0621309880249981
91.111.067466407106210.042533592893794
101.081.12750547673290-0.047505476732896
111.071.08629290906288-0.0162929090628785
121.021.07244734518324-0.0524473451832415
1311.01006836390733-0.0100683639073280
141.040.9876919597661380.0523080402338625
151.021.04003806133472-0.0200380613347182
161.071.015308540990050.0546914590099521
171.121.078217193366470.0417828066335317
181.081.13807905728283-0.0580790572828305
191.021.08437084078274-0.0643708407827399
201.011.009177594490100.000822405509904867
211.040.9993717042657710.040628295734229
220.981.03896107262005-0.0589610726200533
230.950.965044676824969-0.0150446768249687
240.940.9314937292590290.00850627074097143
250.940.9235014374826280.0164985625173724
260.960.9273955410977580.0326044589022422
270.970.9550910685806460.0149089314193542
281.030.9686099765871280.0613900234128717
291.011.04309966996819-0.0330996699681891
300.991.01528725938108-0.0252872593810838
3110.9893187873963930.0106812126036074
3211.00183984028024-0.00183984028023532
331.021.001405588588370.0185944114116308
341.011.02579436880016-0.0157943688001607
350.991.01206647380454-0.0220664738045426
360.980.986858193669533-0.00685819366953311
371.010.9752394758731390.0347605241268610
381.031.013443892623000.0165561073769958
391.031.03735157836965-0.00735157836964762
4011.03561640854040-0.0356164085403967
410.960.997209980094944-0.0372099800949444
420.970.9484274259873320.0215725740126678
430.980.9635191325140030.0164808674859969
441.020.9774090596267520.0425909403732485
451.041.027461664797940.0125383352020634
461.011.05042104846464-0.0404210484646446
471.011.01088059602900-0.00088059602899837
4811.01067275172884-0.0106727517288432
491.010.9981536958385550.0118463041614451
501.021.010949741603900.00905025839609785
511.031.023085845516050.00691415448395416
521.061.034717771566770.0252822284332341
531.121.070685056112720.0493149438872782
541.121.14232470660162-0.0223247066016163
551.131.13705547659491-0.00705547659490935
561.131.14539019473258-0.0153901947325787
571.131.14175769566591-0.0117576956659124
581.171.138982563883980.0310174361160243
591.141.18630351138981-0.0463035113898143
601.081.1453746398044-0.0653746398043995
611.071.069944469998275.55300017324178e-05
621.121.059957576569240.060042423430765
631.141.12412920018170.0158707998183003
641.211.147875134949190.0621248650508095
651.21.23253827068172-0.0325382706817186
661.231.214858365395520.0151416346044750
671.291.248432197600010.0415678023999917
681.311.31824331474603-0.00824331474602524
691.371.336297671195600.0337023288043965
701.351.40425232544486-0.0542523254448641
711.261.37144732037720-0.111447320377204
721.261.255142761254520.00485723874547528
731.281.256289199978410.0237108000215931
741.281.28188558523830-0.00188558523830396
751.271.28144053650843-0.0114405365084294
761.351.268740262800970.0812597371990282
771.371.367919741986390.00208025801361011
781.371.38841073871672-0.0184107387167216
791.41.384065310191140.0159346898088550
801.41.41782632471137-0.0178263247113675
811.281.41361883357813-0.133618833578129
821.231.26208120220338-0.0320812022033847
831.231.204509177346890.0254908226531068
841.251.210525695727910.0394743042720913
851.211.23984269112123-0.0298426911212251
861.221.192799014967140.0272009850328647
871.291.209219177574640.0807808224253621
881.321.298285620018250.0217143799817516
891.361.333410796560040.0265892034399642
901.361.37968656228993-0.0196865622899272
911.371.37504000515491-0.00504000515490599
921.321.38385042865251-0.063850428652509
931.331.318780013591710.0112199864082903
941.361.331428231555440.0285717684445599
951.421.368171935843220.051828064156779
961.391.4404047501739-0.0504047501738996
971.421.398507876148340.021492123851655
981.41.43358059427754-0.0335805942775413
991.421.405654672644270.0143453273557343
1001.441.429040554963250.0109594450367523
1011.491.451627278169740.0383727218302607
1021.541.510684270537670.0293157294623341
1031.551.56760356959534-0.0176035695953412
1041.471.57344865464877-0.103448654648767
1051.471.469031995341390.000968004658608024
1061.351.46926047042439-0.119260470424392
1071.21.32111179816687-0.121111798166871
1081.121.14252616286804-0.0225261628680422


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1091.057209383774890.9743829402294041.14003582732037
1100.9944187675497780.8627335169216121.12610401817794
1110.9316281513246660.7521658881916851.11109041445765
1120.8688375350995550.6403169383061721.09735813189294
1130.8060469188744440.5264932916685661.08560054608032
1140.7432563026493330.4104549304988061.07605767479986
1150.6804656864242210.2921287463017071.06880262654674
1160.617675070199110.1715124818971771.06383765850104
1170.5548844539739990.04863596839014631.06113293955785
1180.492093837748887-0.0764563784780471.06064405397582
1190.429303221523776-0.2037140454512351.06232048849879
1200.366512605298665-0.3330847162709541.06610992686828