Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0
gamma0


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
1376.767.42443299334899.27556700665107
1474.274.03032073134960.169679268650412
1575.876.3746592967267-0.574659296726693
1684.385.4884504333415-1.18845043334146
1784.985.9149012537773-1.01490125377725
1884.485.1149588053522-0.714958805352239
1989.483.88017356642165.51982643357836
2088.595.9781393574596-7.4781393574596
2176.587.6603721414208-11.1603721414208
2271.471.8404575428382-0.440457542838189
2372.166.74210067823615.35789932176391
2475.873.47033009801212.32966990198791
2566.682.9097015791909-16.3097015791909
2671.764.41998423351177.28001576648829
2775.473.8372565731511.562743426849
2880.985.043571984853-4.14357198485304
2980.782.4977621702391-1.79776217023908
308580.96252503863544.03747496136458
3191.584.46828032605827.03171967394178
3287.798.203949052621-10.503949052621
3395.386.87875660212148.42124339787864
34102.489.224012775822513.1759872241775
35114.295.278456189631118.9215438103689
36111.7115.774103502643-4.07410350264279
37113.7121.654897895226-7.95489789522566
38118.8109.2365039412519.56349605874932
39129121.6419238853177.3580761146833
40136.4144.657284082302-8.25728408230222
41155138.27753250446516.7224674955348
42166154.42105572126911.5789442787312
43168.7163.8626928769964.83730712300445
44145.5180.028953084268-34.528953084268
45127.3143.350479316507-16.0504793165074
4691.5118.813042959626-27.3130429596257
476985.2447053807858-16.2447053807858
485470.3553254055096-16.3553254055096
4956.359.381977910958-3.08197791095803
5054.254.6193440426474-0.419344042647353
5159.356.07543750812133.22456249187871
5263.467.1372144331938-3.73721443319383
5373.364.90954629908678.39045370091328
5486.773.646332211562913.0536677884371
5581.386.1345828116952-4.83458281169517
5689.687.39287339040862.20712660959144
5785.388.7350935079576-3.43509350795756
5892.479.977440843384112.4225591566159
5996.886.073180218213410.7268197817866
6093.698.2898836156933-4.68988361569328
6197.6102.120411730317-4.52041173031675
6294.293.9170566526180.282943347381959
6399.996.67388108533213.22611891466792
64106.4112.292376954769-5.89237695476918
6596108.126305296775-12.1263052967754
6694.996.089248045961-1.18924804596098
6794.894.17204186006170.627958139938329
6895.9101.70165000216-5.8016500021603
6996.294.89031587994081.30968412005917
70103.190.05620424974213.043795750258
71106.995.922825507630310.9771744923697
72114.2108.4387698719115.76123012808891
73118.2124.353031343417-6.1530313434175
74123.9113.51833703434710.3816629656533
75137.1126.81822544141110.2817745585889
76146.2153.666072664193-7.46607266419286
77136.4148.12693339231-11.7269333923105
78133.2136.031706182951-2.83170618295142
79135.9131.712856683534.18714331647047
80127.1145.263925464605-18.1639254646045
81128.5125.373321912623.12667808738018
82126.6119.9226315915186.67736840848168
83132.6117.55522404046215.0447759595379
84130.9134.26316361298-3.36316361298014


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
85142.376562777339122.665460481867162.087665072811
86136.522782940419109.314411043271163.731154837567
87139.629858966261105.701404641838173.558313290683
88156.479771993704113.906717476784199.052826510625
89158.458524759824111.348955507675205.568094011974
90157.840411672631107.265170559987208.415652785275
91155.864844458367102.517083146931209.212605769802
92166.424851349281106.543902551288226.305800147275
93163.794465531669102.058373655278225.530557408061
94152.55791302707392.1659187301556212.949907323991
95141.45019934608982.4666989369978200.433699755181
96143.15619990093281.7760583783363204.536341423528