Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.695307440358141
beta0.604332080366294
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13109109.640224358974-0.640224358974336
14106105.8929804094010.107019590599037
15101100.5852700049680.414729995032417
169897.3324477313610.667552268638985
179392.61925118722910.380748812770861
189190.99162741981780.00837258018218279
19122120.3169391502671.68306084973342
20139143.180557194543-4.18055719454321
21140135.0438354330514.95616456694856
22132130.2175077528621.78249224713778
23117122.808499262831-5.80849926283135
24114114.597372968445-0.597372968444859
25113113.438495875061-0.438495875061193
26110109.6285840048890.371415995111221
27107104.2789550184972.72104498150308
28103103.35635703772-0.356357037719931
299898.0631919118164-0.0631919118164319
309896.046240264851.95375973515003
31137128.0847119432568.91528805674386
32148158.079560537953-10.0795605379531
33147150.035577854374-3.03557785437374
34139136.7379037886762.26209621132432
35130125.6033427452524.39665725474785
36128128.617794980843-0.617794980842916
37127130.026611582565-3.02661158256481
38123126.109904929483-3.10990492948336
39118119.038730088323-1.03873008832309
40114112.9675543746951.03244562530546
41108107.7162127976080.283787202392489
42111105.6877214030645.31227859693607
43151142.7264132302968.27358676970371
44159166.761743525768-7.7617435257678
45158163.723794597779-5.72379459777895
46148150.289755014082-2.28975501408172
47138134.8465801561543.15341984384639
48137133.1522671018253.84773289817539
49136136.491982781657-0.49198278165693
50133134.937218728046-1.93721872804622
51126130.430226835739-4.43022683573895
52120122.324628598513-2.3246285985132
53114112.7929851060831.20701489391688
54116111.6085092597794.39149074022092
55153147.1922916380545.807708361946
56162161.8741114258790.125888574120921
57161165.502674714493-4.50267471449251
58149155.038360650625-6.03836065062518
59139138.1464414384740.853558561525716
60135133.5973700275331.40262997246685
61130131.420084738843-1.42008473884309
62127125.8950429365991.10495706340092
63122121.1374004724280.862599527572172
64117117.971234489138-0.971234489138311
65112111.6431036649610.356896335039124
66113111.6670254138541.33297458614629
67149145.0997369192693.90026308073084
68157155.4666127833121.53338721668752
69157157.99748287417-0.997482874170487
70147150.309263683071-3.3092636830709
71137139.368400633311-2.36840063331127
72132133.346096952098-1.34609695209778
73125127.842257481683-2.84225748168299
74123120.9448539710912.05514602890926
75117116.020430722730.97956927726996
76114111.672379682662.32762031733962
77111108.7243468638542.27565313614581
78112111.8677614755020.132238524497581
79144146.231243967162-2.23124396716159
80150150.020647530994-0.0206475309939549
81149148.4538279445660.546172055433715
82134139.537159171357-5.53715917135727
83123124.800361763797-1.80036176379676
84116117.189660038022-1.18966003802218
85117109.1096095723557.89039042764503
86111113.447606728782-2.44760672878189
87105105.453332698969-0.453332698968595
88102100.3062817950751.69371820492466
899596.4218610199739-1.42186101997392
909394.3078041090277-1.30780410902773
91124124.311297771658-0.311297771658317
92130128.2773804033611.72261959663928
93124126.996061944378-2.99606194437798
94115111.1751599108723.82484008912844
95106105.4325389534960.56746104650378
96105101.9953637331193.00463626688089
97105103.7017769421681.29822305783188
98101101.639788429705-0.63978842970495
999597.6032916275089-2.60329162750888
1009392.8052905598550.194709440144976
1018487.4891674945408-3.48916749454081
1028783.66363763329153.33636236670846
103116118.842534123659-2.84253412365896
104120122.247383143351-2.24738314335077
105117115.6787978306571.32120216934267
106109105.662952170613.3370478293896
10710599.10865023590135.89134976409866
108107102.8728672720584.12713272794244
109109108.0685620645320.93143793546821
110109108.2356584390830.764341560917472
111108108.241820480432-0.241820480431699
112107110.595201735688-3.59520173568805
11399104.585871336071-5.58587133607136
114103103.565544046611-0.565544046611237
115131134.692552600611-3.69255260061067
116137137.874341069117-0.87434106911698
117135134.1113366646690.888663335330818
118124124.990778510046-0.990778510046482
119118114.968867438213.03113256178965
120121113.7682407701497.23175922985111
121121119.0148849201831.98511507981698
122118119.172433253314-1.17243325331435
123113116.020280514417-3.02028051441711
124107112.747437326284-5.74743732628427
125100101.058147040088-1.05814704008814
126102103.04121858084-1.04121858084048
127130131.010416100772-1.01041610077186
128136136.168531984238-0.168531984237802
129133132.9827646500690.0172353499310134
130120121.866781554761-1.86678155476075
131112111.2762693012480.723730698752178
132109107.596670116421.40332988358017
133110102.5885458681117.41145413188904
134106103.2335111378792.76648886212139
135102101.5887410934290.411258906570936
13698100.644495729204-2.64449572920375
1379294.6189084888621-2.61890848886213
1389296.9435151218556-4.94351512185555
139120121.990656566231-1.99065656623122
140127126.0936805416580.906319458341585
141124123.5334770048860.46652299511446
142114112.1662398238811.83376017611918
143108106.5034054069511.49659459304858
144106105.4583616562140.541638343786019
145111103.209756379397.79024362061035
146110104.3900052482535.60999475174683
147104106.886751252554-2.88675125255362
148100104.214522846393-4.21452284639288
1499697.9415739294778-1.9415739294778
15098101.149953267321-3.14995326732083
151122130.218641515419-8.21864151541936
152134130.131766077123.86823392287951
153133129.9993651784523.00063482154755


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
154122.377891137719115.879992983402128.875789292037
155116.133947341894106.399347145932125.868547537855
156113.92512778390399.9845605667641127.865695001043
157113.44870445860394.5843542049058132.313054712299
158105.21479057400380.837640629022129.591940518983
15995.531426729620665.1275665937346125.935286865507
16089.984275391591853.0895381564434126.87901262674
16184.627653896725640.8139993710687128.441308422382
16286.927070294375235.7944106443963138.059729944354
163116.07438297143757.2452284169079174.903537525967
164128.27104638060761.3867577842325195.155334976982
165126.44553918901651.1635699055473201.727508472484