Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.226688600692505
beta0
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
398.886.712.1
484.489.5429320683793-5.1429320683793
591.488.47708799434182.92291200565822
695.789.23967882685186.46032117314823
778.590.8041599936169-12.3041599936169
881.788.1149471819672-6.41494718196718
994.386.76075178177077.53924821822929
1098.588.56981341063469.93018658936543
1195.490.92087351319334.47912648680671
1291.792.0362404288122-0.336240428812246
1392.892.06001855650860.739981443491445
1490.692.327763914472-1.72776391447205
15102.292.036099530373410.1639004696266
1691.894.4401399054109-2.64013990541092
179593.94165028462091.05834971537914
1810294.28156610064357.71843389935654
1988.996.1312470808262-7.23124708082618
2089.694.5920057988119-4.99200579881193
2197.993.56037498963044.33962501036963
22108.694.644118510761313.9558814892387
23100.897.90775775698722.89224224301277
2495.198.6633961039195-3.56339610391954
2510197.95561482740893.04438517259112
26100.998.74574224215262.15425775784743
27102.599.334087918813.16591208119003
28105.4100.151764098415.24823590158958
2998.4101.441479351046-3.04147935104592
30105.3100.8520106529224.44798934707782
3196.5101.960319133906-5.46031913390641
3288.1100.822527030107-12.7225270301066
33107.998.03847518037929.86152481962083
34107.1100.3739704424336.72602955756656
3592.5101.998684671055-9.49868467105462
3695.799.9454411345539-4.24544113455389
3785.299.0830480244395-13.8830480244395
3885.596.0359192944324-10.5359192944324
3994.793.74754649256840.952453507431628
4086.294.0634568453927-7.8634568453927
4188.892.3809008165047-3.58090081650472
4293.491.66915142119261.7308485788074
4383.492.1615150635331-8.76151506353305
4482.990.2753794738344-7.37537947383443
4596.788.70346502133477.99653497866532
4696.290.6161883460375.58381165396301
4792.891.98197479640440.818025203595639
4892.892.26741178513860.532588214861349
4990.292.4881434623109-2.28814346231088
5095.992.06944742265593.83055257734408
51107.593.037790026293114.4622099737069
529896.41620816815391.58379183184607
539596.8752357223033-1.87523572230333
54108.596.550141160445811.9498588395542
5591.899.3590379392573-7.55903793925728
5691.797.7454902062255-6.04549020622548
57108.396.47504649087611.824953509124
58105.199.25562865511325.84437134488677
59104.8100.6804810172134.11951898278701
60103.2101.7143290109471.48567098905282
6198.6102.151113688545-3.55111368854502
62102.4101.4461166955890.953883304411278
63121.2101.7623511670919.4376488329103
64102.6106.268644581774-3.66864458177442
65108.9105.5370046750943.36299532490618
66105.5106.399357379432-0.899357379432246
6790.8106.295483313566-15.4954833135663
6899.6102.88283388416-3.28283388415986
69111.6102.2386528646549.36134713534629
70104.7104.4607635473620.239236452637869
71103.1104.614995724045-1.51499572404525
72101.7104.371563463306-2.67156346330628
7398.8103.865950480148-5.06595048014816
74101.4102.817557254626-1.41755725462583
75114.2102.59621318417311.6037868158268
7696.9105.326659380187-8.4266593801871
7798.3103.51643175678-5.21643175678011
78104.8102.4339261412282.36607385877232
7994.4103.070288113408-8.67028811340788
8094.5101.204832633379-6.70483263337859
81102.499.78492350584052.61507649415947
82105.5100.4777315370055.02226846299459
83101.2101.716222547184-0.516222547183744
8499.5101.699200780317-2.19920078031674


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85101.30066703278587.4355877018725115.165746363697
86101.40066703278587.1838030219978115.617531043572
87101.50066703278586.9405152564491116.060818809121
88101.60066703278586.7051369247742116.496197140796
89101.70066703278586.4771452770487116.924188788521
90101.80066703278586.256072728137117.345261337433
91101.90066703278586.0414990361713117.759835029398
92102.00066703278585.8330448516003118.168289213969
93102.10066703278585.6303663542225118.570967711347
94102.20066703278585.4331507620019118.968183303568
95102.30066703278585.2411125444727119.360221521097
96102.40066703278585.0539902101652119.747343855404