Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.113814776340215
gamma0.216301434418765


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13563668552290.18954721311377.810452787
14586111587547.652051669-1436.65205166943
15604378605425.394514235-1047.3945142345
16600991601842.743817279-851.743817278882
17544686545482.377585225-796.377585225389
18537034538337.182251668-1303.18225166795
19551531553118.048042585-1587.04804258491
20563250562373.086562812876.913437188137
21574761571731.7891443693029.21085563092
22580112583415.25420012-3303.25420011976
23575093575533.895256513-440.895256512798
24557560572984.999320969-15424.999320969
25564478571923.397087964-7445.39708796388
26580523584836.562514319-4313.56251431943
27596594595700.186084085893.813915915205
28586570590403.488805559-3833.48880555865
29536214528785.509672077428.49032793008
30523597527312.050876435-3715.05087643536
31536535536299.629809384235.370190615649
32536322544268.657974212-7946.65797421173
33532638540593.855046736-7955.85504673561
34528222535641.963340722-7419.96334072226
35516141518647.80761801-2506.80761801038
36501866508679.190577941-6813.19057794084
37506174509905.915373264-3731.91537326376
38517945519712.523920857-1767.52392085682
39533590526882.1375303916707.86246960936
40528379524160.036172954218.96382705006
41477580473603.2159978973976.78400210274
42469357466667.4559644972689.54403550323
43490243478387.34195541511855.6580445851
44492622496271.384351445-3649.38435144548
45507561495919.03249335811641.9675066422
46516922512050.234784554871.76521545008
47514258510583.7335318723674.26646812796
48509846510583.579611763-737.579611762601
49527070522656.2008530524413.7991469485
50541657547071.331530476-5414.33153047645
51564591556674.537347687916.46265231993
52555362560387.680840902-5025.68084090203
53498662502003.356602906-3341.35660290555
54511038490549.70995427520488.2900457251
55525919526424.925214376-505.925214376301
56531673536451.713985039-4778.71398503915
57548854539253.5599845929600.44001540844
58560576557431.6643215723144.33567842771
59557274557141.95267643132.047323570005
60565742556270.0566052379471.94339476258
61587625584198.5119829463426.48801705427
62619916614142.9715500185773.02844998229
63625809642812.81821346-17003.8182134597
64619567623906.191071129-4339.19107112929
65572942562652.07535876810289.924641232
66572775567757.5817872375017.41821276303
67574205592169.631276032-17964.6312760318
68579799585947.07091375-6148.0709137501
69590072588206.0832296971865.91677030281
70593408598493.503297603-5085.50329760276
71597141588085.9378096989055.0621903023
72595404595354.80800312749.1919968733564
73612117613009.182838347-892.182838347391
74628232637379.247247959-9147.24724795902
75628884647405.009490788-18521.0094907878
76620735622866.832018274-2131.83201827446
77569028560244.0881076788783.91189232212
78567456560333.3090075577122.69099244301
79573100583296.938908878-10196.9389088777
80584428582250.9567030622177.04329693783
81589379591240.41924412-1861.41924412025
82590865595704.543874355-4839.54387435468
83595454583537.78553244511916.2144675546
84594167591984.0173278992182.98267210135
85611324610251.8606776651072.13932233537
86612613635244.896429347-22631.896429347
87610763628433.206076637-17670.2060766369
88593530602113.471602624-8583.4716026237
89542722532481.807331110240.1926689005
90536662531481.2019766875180.79802331293
91543599548444.563365665-4845.56336566503
92555332549584.5170555135747.48294448678
93560854559504.7884185211349.21158147859
94562325564907.654926503-2582.65492650261
95554788553637.2329358321150.76706416754
96547344548726.92290964-1382.92290963966
97565464558880.6427029296583.35729707149
98577992584844.061303435-6852.06130343536
99579714591760.861718452-12046.861718452
100569323570895.830245027-1572.83024502685
101506971510926.508624314-3955.50862431404
102500857495029.0366482595827.96335174085
103509127510489.212098665-1362.2120986646
104509933513720.758786928-3787.75878692779
105517009511655.0058888355353.994111165
106519164519093.63797356970.3620264307247
107512238509789.2178530212448.78214697872
108509239505455.1794189253783.82058107475
109518585519360.484949895-775.484949895123
110522975534893.864589454-11918.8645894541
111525192533244.490160774-8052.49016077374
112516847515359.8243342821487.1756657181
113455626462473.718855819-6847.71885581937
114454724443158.94082563311565.0591743672
115461251462456.730526806-1205.73052680638
116470439464382.296829026056.70317097974
117474605472139.0040609572465.99593904341
118476049476332.534155845-283.534155845235
119471067467226.5861502523840.41384974844
120470984464792.4758052416191.52419475885
121502831480636.23660939522194.7633906054
122512927521764.502454748-8837.5024547478
123509673526567.86836691-16894.8683669096
124484015502601.392912938-18586.3929129383
125431328433121.889068825-1793.88906882546
126436087420119.43615874815967.5638412522
127442867444743.597497274-1876.59749727434
128447988447054.592172192933.407827807532
129460070450212.9964247059857.00357529486
130467037463272.2993392533764.70066074748
131460170460380.597159224-210.597159224446
132464196455563.8485621488632.15143785201
133485025475588.0006707969436.99932920415


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
134503781.068027698488311.538964358519250.597091038
135518689.099857012495180.271312358542197.928401667
136514941.425211778484870.837259631545012.013163925
137466039.900320674432366.375813202499713.424828146
138459368.712159174419887.873872825498849.550445523
139471987.009491821425146.520028669518827.498954974
140480264.142931661426265.367724183534262.918139139
141486405.781888832425281.786383217547529.777394446
142492349.538384357423920.546038409560778.530730306
143487408.961679411413044.88918814561773.034170683
144484620.624727362403975.762360161565265.487094563
145497589.134000796409202.63237192585975.635629673