Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.356147313163450
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31.49141.4956-0.00419999999999998
41.48161.52410418128471-0.0425041812847136
51.45621.49916643132195-0.0429664313219507
61.42681.45846405225042-0.0316640522504159
71.40881.41778698511756-0.00898698511756324
81.40161.396586294514500.00501370548549662
91.3651.39117191225216-0.0261719122521558
101.3191.3452508560232-0.0262508560232009
111.3051.289901684182300.0150983158177027
121.27851.28127890879407-0.00277890879406528
131.32391.253789207893530.0701107921064674
141.34491.324158978126010.0207410218739876
151.27321.35254583733870-0.0793458373386973
161.33221.252587030559820.0796129694401837
171.43691.339940975718900.0969590242810985
181.49751.479172671703560.0183273282964356
191.5771.546299900433800.0307000995661955
201.55531.63673365840816-0.0814336584081554
211.55571.58603127976502-0.0303312797650204
221.5751.5756288759719-0.000628875971899756
231.55271.59470490348419-0.0420049034841945
241.47481.55744496996861-0.0826449699686085
251.47181.450111185967810.0216888140321851
261.4571.454835598811080.00216440118892081
271.46841.440806444479120.0275935555208786
281.42271.46203381513851-0.0393338151385083
291.38961.40232518256046-0.0127251825604611
301.36221.36469314298204-0.00249314298203829
311.37161.336405216807650.0351947831923467
321.34191.35833974427898-0.0164397442789774
331.35111.322784773524930.0283152264750743
341.35161.342069165355640.0095308346443621
351.32421.34596354650643-0.0217635465064323
361.30741.31081251789326-0.00341251789325892
371.29991.292797158814450.0071028411855476
381.32131.287826816618510.0334731833814879
391.28811.32114820094286-0.0330482009428561
401.26111.27617817297217-0.0150781729721723
411.27271.243808122180720.0288918778192804
421.28111.265697886838300.0154021131616973
431.26841.27958330805788-0.0111833080578805
441.2651.262900402940790.00209959705921259
451.2771.260248168792150.0167518312078483
461.22711.27821428846739-0.0511142884673943
471.2021.21011007196547-0.00811007196547076
481.19381.182121691625410.0116783083745942
491.21031.178080889775310.0322191102246880
501.18561.20605563931435-0.0204556393143516
511.17861.174070418333500.00452958166649542
521.20151.168683616673780.0328163833262185
531.22561.203271083423160.0223289165768441
541.22921.23532346706785-0.00612346706784983
551.20371.23674261072439-0.0330426107243904
561.21651.199474573694990.0170254263050071
571.26941.218338133528980.0510618664710167
581.29381.289423680077750.00437631992225307
591.32011.31538229465960.00471770534039906
601.30141.34336249274088-0.041962492740881
611.31191.309717663697580.00218233630242470
621.34081.320994896908100.0198051030918969
631.29911.35694843116121-0.0578484311612073
641.2491.29464586783242-0.0456458678324223
651.22181.22828921464689-0.00648921464689156
661.21761.198778098285860.01882190171414
671.22661.201281468009980.0253185319900224
681.21381.21929859515147-0.00549859515146678
691.20071.20454028526210-0.00384028526209823
701.19851.190072577984220.00842742201577895
711.22621.190873981692030.0353260183079651
721.26461.231155248197180.0334447518028205


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
731.281466506691171.213894203833891.34903880954846
741.298333013382341.184475476956151.41219054980854
751.315199520073521.152869970303581.47752906984346
761.332066026764691.117855000527631.54627705300175
771.348932533455861.079250689488181.61861437742354
781.365799040147041.037112262793551.69448581750052
791.382665546838210.9915584247464921.77377266892992
801.399532053529380.9427214119468581.85634269511190
811.416398560220550.8907305501521961.94206657028891
821.433265066911730.8357068857652142.03082324805824
831.450131573602900.7777618489227682.12250129828303
841.466998080294070.7169974319551262.21699872863301