Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.677741059082967
beta0.00622648790347763
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13-14-7.54193376068376-6.45806623931624
14-18-16.4561355549609-1.54386444503908
15-8-8.004629379341290.0046293793412886
16-1-1.378625823469490.37862582346949
1710.4607815925932080.539218407406792
1821.161304669408790.838695330591211
190-7.306665197255737.30666519725573
201-0.5685259134334651.56852591343347
2103.07892653712026-3.07892653712026
22-11.8136167365152-2.8136167365152
23-3-3.950421697626040.950421697626036
24-3-7.534406008261214.53440600826121
25-3-16.918078298998913.9180782989989
26-4-10.3435019951056.34350199510497
27-84.08127936241532-12.0812793624153
28-92.71435525481353-11.7143552548135
29-13-3.56376124066696-9.43623875933304
30-18-9.54296835249328-8.45703164750672
31-11-22.281362817421411.2813628174214
32-9-14.73649130637365.73649130637356
33-10-9.78224894882889-0.217751051171113
34-13-9.03117845047518-3.96882154952482
35-11-14.37828074166893.37828074166893
36-5-15.164718031974610.1647180319746
37-15-17.68764850660782.68764850660784
38-6-21.191886446858415.1918864468584
39-6-6.696918382788670.696918382788672
40-30.77945845180429-3.77945845180429
41-10.711522663344319-1.71152266334432
42-30.414060889939686-3.41406088993969
43-4-2.39352024671607-1.60647975328393
44-6-5.27242834528687-0.727571654713135
450-6.547507816764366.54750781676436
46-4-2.32116369955842-1.67883630044158
47-2-3.63992002950231.6399200295023
48-2-3.316201915297221.31620191529722
49-6-14.18170410436938.18170410436926
50-7-9.84562441261012.8456244126101
51-6-8.354290580712952.35429058071295
52-6-1.15513546166168-4.84486453833832
53-3-1.24116430557763-1.75883569442237
54-2-2.081984290095610.0819842900956118
55-5-1.8855238190182-3.1144761809818
56-11-5.45747162274383-5.54252837725617
57-11-7.62594901919126-3.37405098080874
58-11-12.79129752137941.79129752137943
59-10-10.69049090995940.690490909959447
60-14-11.1203556197389-2.87964438026114
61-8-22.640586573854914.6405865738549
62-9-15.6429012055966.64290120559598
63-5-11.71655417250486.7165541725048
64-1-3.842717965725122.84271796572512
65-22.34657311744972-4.34657311744972
66-50.404867048472679-5.40486704847268
67-4-4.110869984287610.110869984287612
68-6-6.229164103549090.229164103549088
69-2-3.712595374886281.71259537488628
70-2-3.669947754199911.66994775419991
71-2-1.9106544279816-0.0893455720184049
72-2-3.927370019485931.92737001948593
732-6.431169188734948.43116918873494
741-6.132920278457117.13292027845711
75-8-1.76239774510724-6.23760225489275
76-1-3.882835307660672.88283530766067
7710.05066918853451790.949330811465482
78-11.41335598065059-2.41335598065058
7920.7713944233860271.22860557661397
802-0.4777162481826092.47771624818261
8114.12385315856312-3.12385315856312
82-10.937503472575087-1.93750347257509
83-2-0.267686249840127-1.73231375015987
84-2-2.707554671150930.707554671150927
85-1-3.906863377126462.90686337712646
86-8-7.75904595506691-0.240954044933093
87-4-12.71399889937588.71399889937578
88-6-1.71801260706455-4.28198739293545
89-3-3.249759611861040.249759611861043
90-3-3.434076847317160.434076847317165
91-7-0.949765593154292-6.05023440684571
92-9-6.73742822062858-2.26257177937142
93-11-7.18162654715451-3.81837345284549
94-13-10.4872242786973-2.51277572130266
95-11-12.04945793882671.04945793882669
96-9-11.83927966560162.83927966560163
97-17-10.8976317658984-6.10236823410157
98-22-21.9207191457208-0.0792808542792116
99-25-23.9301699460911-1.06983005390891
100-20-23.84433033132093.84433033132088
101-24-18.4650208410006-5.53497915899939
102-24-22.5917851446468-1.40821485535317
103-22-23.5347622341681.53476223416797
104-19-23.01820911469974.01820911469974
105-18-19.73758684295091.73758684295092
106-17-18.86404725909941.86404725909939
107-11-16.30060231354865.30060231354856
108-11-12.60315897662171.60315897662167
109-12-15.35671924845363.35671924845357
110-10-17.96399650106577.96399650106574
111-15-14.7434547251998-0.256545274800175
112-15-12.4214078844722-2.5785921155278
113-15-14.3434687705213-0.656531229478665
114-13-13.73916089648130.739160896481325
115-8-12.17444976154724.17444976154723
116-13-8.95349689177705-4.04650310822295
117-9-11.79258262698042.79258262698041
118-7-10.07779454344763.07779454344764
119-4-5.493679147172751.49367914717275
120-4-5.493339646325571.49333964632557
121-2-7.682153466638475.68215346663847
1220-7.144763928741247.14476392874124
123-2-7.048161655452755.04816165545275
124-3-1.77638076278752-1.22361923721248
1251-2.052184962122753.05218496212275
126-21.63963162936374-3.63963162936374
127-11.44941477306127-2.44941477306127
1281-2.390418299882673.39041829988267
129-32.12389748007427-5.12389748007427
130-4-1.35899508294134-2.64100491705866
131-9-1.10964239213083-7.89035760786917
132-9-7.45736159294381-1.54263840705619
133-7-10.35471363969563.35471363969562
134-14-10.9340219587569-3.06597804124312
135-12-18.48703199742916.48703199742909
136-16-14.3088595146578-1.6911404853422
137-20-13.5732312928695-6.42676870713047
138-12-18.5518145710546.55181457105397
139-12-11.4979305478288-0.502069452171225
140-10-12.17443031179442.17443031179441
141-10-11.27158630128161.27158630128158
142-13-9.6364063824501-3.3635936175499
143-16-11.5880256443396-4.41197435566041


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
144-13.5376069206666-22.9835002745-4.09171356683327
145-13.8096387358532-25.2429584038215-2.37631906788486
146-18.7442608832579-31.8870092531731-5.60151251334261
147-21.1404119083796-35.8121939177936-6.46862989896564
148-24.0212545816771-40.0933432544478-7.94916590890629
149-23.6854310461342-41.0603426562902-6.31051943597812
150-20.1186056667935-38.7194369015165-1.51777443207053
151-19.7987217659113-39.5629652276792-0.0344783041434837
152-19.290692943464-40.16637071128251.58498482435446
153-20.179945644742-42.12305181494541.76316052546136
154-20.9331126249603-43.90584550187342.03962025195284
155-20.9615547482751-44.93105082980033.00794133325002