Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0280206527746909
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3104106-2
410098.94395869445061.05604130554939
59394.9735496611892-1.97354966118915
69187.91824951139943.08175048860065
711986.004602171778732.9953978282213
8139114.92915475748624.0708452425139
9134135.60363555402-1.60363555401986
10124130.558700638984-6.55870063898351
11113120.374921565725-7.37492156572542
12109109.168271449292-0.168271449291652
13109105.1635563734393.83644362656085
14106105.2710560281890.728943971811319
15101102.291481514115-1.29148151411502
169897.25529335904310.744706640956935
179394.2761605252483-1.27616052524833
189189.24040167428561.75959832571442
1912287.289706767993434.7102932320066
20139119.26231184235519.7376881576449
21140136.8153747487963.18462525120438
22132137.904610027177-5.90461002717711
23117129.739158999836-12.7391589998356
24114114.38219944886-0.382199448859652
25113111.3714899708121.62851002918752
26110110.41712188488-0.417121884880444
27107107.405433857379-0.405433857379492
28103104.394073336039-1.39407333603876
2998100.355010491147-2.35501049114715
309895.2890215598942.71097844010603
3113795.364984945443941.6350150545561
32148135.53162524555712.4683747544434
33147146.8809972452160.119002754784418
34139145.884331780087-6.88433178008663
35130137.691428309691-7.69142830969105
36128128.475909467684-0.475909467683778
37127126.4625741737380.537425826262393
38123125.477633196207-2.47763319620746
39118121.408208296713-3.40820829671348
40114116.312708075447-2.31270807544746
41108112.247904485496-4.24790448549612
42111106.1288754288884.87112457111202
43151109.26536751911741.7346324808826
44159150.4347991645448.56520083545647
45158158.674801683099-0.674801683099332
46148157.655893299445-9.65589329944544
47138147.385328866072-9.38532886607223
48137137.12234582474-0.12234582473971
49136136.118917614866-0.118917614866263
50133135.115585465671-2.1155854656713
51126132.056305379923-6.05630537992255
52120124.886603749774-4.88660374977424
53114118.749677922854-4.7496779228543
54116112.6165888469863.38341115301361
55153114.71139423609938.288605763901
56162152.7842659634369.2157340365637
57161162.042496846939-1.04249684693875
58149161.013285404772-12.013285404772
59139148.676665305762-9.67666530576159
60135138.405518827212-3.40551882721195
61130134.310093966637-4.31009396663697
62127129.189322320172-2.18932232017156
63122126.127976079626-4.12797607962614
64117121.012307495237-4.01230749523671
65112115.899880020087-3.89988002008739
66113110.7906028361822.20939716381844
67149111.8525115869537.1474884130497
68157148.8934084612248.10659153877577
69157157.120560447919-0.120560447918507
70147157.117182265469-10.117182265469
71137146.83369221415-9.83369221415006
72132136.558145739124-4.55814573912417
73125131.430423520072-6.43042352007174
74123124.250238855422-1.2502388554216
75117122.215206346568-5.21520634656841
76114116.069072860383-2.06907286038285
77111113.011096088197-2.01109608819652
78112109.9547438630132.04525613698736
79144111.01205327506232.9879467249375
80150143.9363970759926.06360292400805
81149150.106303188089-1.10630318808916
82134149.075303850592-15.0753038505922
83123133.652883995922-10.6528839959218
84116122.354383232423-6.354383232423
85117115.176329266271.82367073373004
86111116.227429710675-5.22742971067517
87105110.080953717848-5.08095371784825
88102103.938582077956-1.93858207795614
8995100.884261742674-5.8842617426745
909393.7193808875476-0.719380887547615
9112491.699223365484932.3007766345151
92130123.6043122119136.39568778808651
93124129.783523558679-5.78352355867878
94115123.621465453227-8.6214654532268
95106114.379886363353-8.37988636335295
96105105.145076477274-0.14507647727406
97105104.1410113396790.858988660321401
98101104.165080762667-3.16508076266686
9995100.076393133612-5.07639313361231
1009393.9341492842675-0.934149284267534
1018491.9079738115334-7.90797381153335
1028782.6863872232094.31361277679098
10311685.80725746903230.192742530968
104120115.6532778238084.34672217619215
105117119.775075816615-2.77507581661499
106109116.697316380734-7.69731638073418
107105108.481632551133-3.48163255113268
108107104.3840749343282.61592506567168
109109106.4573748622782.54262513772187
110109108.5286208783980.471379121601572
111108108.54182922909-0.541829229090069
112107107.526646820399-0.526646820398554
11399106.511889832709-7.51188983270927
11410398.30140177602524.6985982239748
115131102.43305956538728.566940434613
116137131.2335238841415.76647611585946
117135137.395104309117-2.39510430911659
118124135.327991922912-11.3279919229117
119118124.010574194605-6.01057419460525
120121117.8421539821223.1578460178783
121121120.9306388889050.0693611110953896
122118120.932582432515-2.93258243251468
123113117.85040955844-4.85040955844003
124107112.714497916388-5.71449791638794
125100106.554373954491-6.55437395449114
12610299.37071611775692.62928388224313
127130101.44439036846728.5556096315327
128136130.2445371907225.7554628092779
129133136.405809015659-3.40580901565852
130120133.310376023814-13.3103760238138
131112119.93741059895-7.93741059894998
132109111.714999172627-2.71499917262665
133110108.6389231235271.36107687647309
134106109.677061386082-3.67706138608222
135102105.574027725752-3.57402772575158
13698101.473881135841-3.47388113584118
1379297.3765407187532-5.37654071875322
1389291.22588653814410.774113461855947
13912091.247577702666928.7524222973331
140127120.0532393442926.94676065570822
141124127.247892112534-3.24789211253427
142114124.156884055399-10.1568840553993
143108113.87228153401-5.87228153401016
144106107.70773637215-1.70773637215042
145111105.6598844842365.34011551576431
146110110.80951800688-0.809518006879657
147104109.786834783894-5.78683478389402
148100103.62468389575-3.62468389575002
1499699.5231178868892-3.5231178868892
1509895.42439782389642.57560217610363
15112297.496567878158724.5034321218413
152134122.18317004143311.816829958567
153133134.5142853306-1.51428533059959


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
154133.471854067149111.165205291737155.778502842561
155133.943708134298101.952314849536165.93510141906
156134.41556220144794.6868652521848174.14425915071
157134.88741626859688.3779731661277181.396859371065
158135.35927033574582.6477211202198188.070819551271
159135.83112440289477.3051635185357194.357085287253
160136.30297847004372.238544537743200.367412402344
161136.77483253719367.3761323999371206.173532674448
162137.24668660434262.6688539620914211.824519246592
163137.71854067149158.0815286428831217.355552700098
164138.1903947386453.5880151173658222.792774359914
165138.66224880578949.1683308728794228.156166738698