Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.14114221711203
beta0.189181833960606
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
35606456065-1
45401955042.8321562394-1023.83215623941
57471253848.961615375120863.0383846249
67368956301.327834896817387.6721651032
75810958727.4508452954-618.450845295367
84776358595.6361402768-10832.6361402768
94878556732.9205718016-7947.92057180163
104878555065.138407655-6280.13840765502
114980853465.0613270477-3657.06132704771
125196452137.5619792107-173.561979210666
134571851297.0970799008-5579.09707990084
143946249544.7124685305-10082.7124685305
153433946887.453610789-12548.453610789
163433943547.1115016778-9208.11150167785
175401940432.361894105413586.6381058946
185606440897.697992825115166.3020071749
194048441990.9550293769-1506.95502937691
202285940690.673576068-17831.673576068
213218336610.1519459917-4427.1519459917
223218334303.3624279209-2120.36242792094
233946232265.54134727367196.45865272636
244366331734.873604020911928.1263959791
254264032190.543322315610449.4566776844
263218332716.5269400416-533.526940041636
273741731678.10190666815738.89809333189
283536231678.21828615483683.78171384523
295298731486.633641029821500.3663589702
304878534383.81422130614401.185778694
313218336663.5346030731-4480.53460307308
321978236158.6099177392-16376.6099177392
333116033537.3660257469-2377.36602574693
343433932828.52711225211510.47288774788
353741732708.75836027384708.24163972624
364150733166.04709863068340.95290136945
373320534358.7810751651-1153.78107516507
382603834180.5995118148-8142.59951181476
392911632798.5806443968-3682.58064439682
403013831947.7281410835-1809.72814108348
415708731312.891657760925774.1083422391
425708735259.507486773721827.4925132263
434150739231.91694804642275.08305195358
443946240505.404217111-1043.40421711099
454571841282.65233248874435.34766751129
464264042951.6142644729-311.614264472875
475094243942.25888299786999.7411170022
486128846151.748301960115136.2516980399
496334349913.804146763113429.1958532369
504878553793.5026019071-5008.50260190709
514468554937.1286686418-10252.1286686418
524048455066.9100671771-14582.9100671771
536856754196.049170035114370.9508299649
547062257795.526962340612826.4730376594
556538861519.50036230213868.49963769785
567062264082.42044705076539.57955294933
576958967196.95954091172392.04045908834
586128869789.9769438366-8501.97694383659
597062270618.37267020243.62732979757129
608096872647.36509693098320.63490306913
618516976072.41220695499096.58779304514
627266779849.8719627431-7182.87196274311
636436581137.8189071708-16772.8189071708
647062280624.359324501-10002.359324501
659757080799.418985765616770.5810142344
6610587285201.071203226120670.9287967739
6710382790705.172858313413121.8271416866
6810791695494.150606591412421.8493934086
69106894100516.014495266377.98550474019
7096548104855.136092044-8307.13609204389
71114173106899.7537125217273.2462874788
72118374111337.6279475027036.37205249828
73124519115929.9512220998589.04877790065
74105872120970.763591595-15098.7635915951
7598593122265.065312153-23672.0653121532
76106894121717.231538648-14823.2315386479
77126675122022.538621314652.46137868978
78144300125200.91608192219099.0839180775
79140099130928.2968972399170.70310276061
80140099135499.2359596144599.76404038642
81142154139547.8433479742606.15665202599
82134976143384.656974657-8408.65697465662
83153634145442.2912651558191.7087348449
84153634150061.6692437433572.33075625729
85150455154124.444717776-3669.44471777615
86132820157067.120107889-24247.1201078886
87135999156457.981238542-20458.9812385422
88138054155837.222310795-17783.2223107947
89151579155119.286446776-3540.28644677572
90169204156317.0990162912886.9009837103
91156701160177.581387629-3476.58138762877
92162958161635.6554883111322.34451168883
93157724163806.369269657-6082.3692696573
94154656164769.556683294-10113.5566832937
95178538164893.72579423413644.2742057664
96173304168735.4510116214568.54898837933
97166025171418.195559391-5393.19555939143
98155679172550.910749647-16871.9107496474
99166025171612.988569838-5587.98856983811
100171259172118.496264429-859.496264429385
101177505173268.4439697254236.55603027451
102185806175250.78237947310555.2176205265
103177505178406.791297512-901.791297512216
104182628179921.6533558442706.34664415603
105176381182018.039635507-5637.03963550652
106175359182786.304218495-7427.30421849524
107201285183103.56640247618181.4335975242
108203441187520.77495902915920.2250409712
109195140192043.926107743096.07389225982
110180583194839.718082402-14256.718082402
111192984194805.622146881-1821.62214688087
112198208196478.0030987361729.99690126369
113204464198697.8610248685766.13897513205
114213788201641.35380245512146.6461975448
115204464205809.739717324-1345.73971732371
116211743208037.8470424583705.15295754175
117208564211077.781860923-2513.78186092337
118197185213172.84057537-15987.8405753702
119221066212939.2407490478126.7592509526
120221066216326.2260224924739.77397750752


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121219361.723966075198468.891367427240254.556564724
122221728.239701863200543.159563726242913.319840001
123224094.755437651202523.278582645245666.232292656
124226461.271173438204400.086400887248522.455945989
125228827.786909226206166.545992622251489.02782583
126231194.302645014207817.841140446254570.764149581
127233560.818380801209351.323318236257770.313443367
128235927.334116589210766.325077936261088.343155242
129238293.849852377212063.875275869264523.824428885
130240660.365588164213246.360730413268074.370445916
131243026.881323952214317.177322583271736.585325321
132245393.39705974215280.404338429275506.38978105