Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.967277668528082
beta0.112371825427416
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
30.991-0.01
40.990.999240275741642-0.00924027574164232
510.9982110462634390.00178895373656063
611.0080445940528-0.00804459405280378
711.0074919654649-0.00749196546490416
811.0066595448011-0.00665954480110487
911.00590844845028-0.00590844845028404
101.011.005241653456160.00475834654384322
111.021.015409818377380.00459018162261526
121.021.02591424980315-0.00591424980314748
131.011.02561513134318-0.0156151313431752
141.031.014235283892820.0157647161071761
151.031.03492200411431-0.00492200411430921
161.031.03506392578779-0.00506392578779136
171.031.03451814761131-0.00451814761130587
181.031.03400918951881-0.00400918951881368
191.031.03355675734166-0.00355675734165772
201.031.03315535182993-0.00315535182993454
211.041.032799246704350.00720075329564973
221.061.043243054931580.016756945068424
231.071.064751746134210.00524825386579164
241.081.075698795022780.00430120497721975
251.081.08619730310156-0.00619730310156164
261.091.085867224406290.00413277559371017
271.091.09597841118726-0.00597841118725762
281.091.09565945083959-0.00565945083959418
291.11.095033861077870.00496613892213271
301.11.1052259602725-0.00522596027249689
311.11.10499143503722-0.00499143503721955
321.11.10444121800474-0.00444121800474462
331.11.10394047650745-0.00394047650745044
341.111.103495781940540.00650421805945989
351.121.113860981586250.00613901841375175
361.131.12454021088670.00545978911330125
371.131.13515588730563-0.00515588730563454
381.131.13494283906882-0.00494283906882198
391.131.1343986069408-0.00439860694080085
401.131.13390269288279-0.00390269288278788
411.141.133462263162860.00653773683714109
421.141.14383124567971-0.00383124567970872
431.141.14375410664331-0.00375410664330955
441.141.14334353076369-0.00334353076368954
451.141.14296667149875-0.00296667149875218
461.141.1426318781464-0.00263187814639831
471.151.142334851570960.0076651484290382
481.151.15283107030241-0.00283107030240681
491.151.1528668085515-0.00286680855149779
501.151.15255637093058-0.00255637093057826
511.151.15226834856996-0.0022683485699575
521.151.1520123662095-0.00201236620950129
531.161.15178525621310.00821474378690468
541.151.16234350091206-0.0123435009120556
551.161.151674540773610.00832545922638706
561.161.16190313797887-0.0019031379788701
571.161.16203098040638-0.00203098040637695
581.171.16181440678630.00818559321370183
591.171.17236982774558-0.00236982774557748
601.171.17245763787737-0.00245763787736597
611.181.172193378876970.00780662112302544
621.191.182706047180010.00729395281998957
631.21.193515637313740.00648436268626029
641.211.204246945218930.00575305478107002
651.211.21489620221182-0.00489620221181797
661.211.21471247921793-0.00471247921792606
671.211.21419424558831-0.00419424558831083
681.221.213721395269390.0062786047306076
691.221.22406115060723-0.00406115060722523
701.221.22395806572909-0.00395806572908608
711.231.22352447155770.00647552844229704
721.221.23388691602326-0.0138869160232582


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731.223043787713741.210258977159611.23582859826787
741.225633163158241.20685333973341.24441298658308
751.228222538602741.204096300296571.25234877690892
761.230811914047251.201563077987821.26006075010667
771.233401289491751.199096755023931.26770582395957
781.235990664936251.196622434005891.27535889586661
791.238580040380751.194099413310761.28306066745075
801.241169415825261.191503843966811.2908349876837
811.243758791269761.188821114342561.29869646819696
821.246348166714261.186042061318181.30665427211035
831.248937542158761.183160910724821.31471417359271
841.251526917603271.1801740813631.32287975384353