Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.365777387991567
beta0
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
139394.5619658119659-1.56196581196586
149495.2432564147553-1.24325641475525
159090.9161237083847-0.916123708384688
169191.3753154155436-0.375315415543625
17104103.6156559007960.384344099204498
18103102.2171959924480.782804007551817
198891.9644837085955-3.96448370859551
207980.3086542572194-1.30865425721936
218280.66593383218531.33406616781467
228880.98986078141227.01013921858778
239384.55663357186698.4433664281331
248989.9393151340941-0.939315134094144
259493.89938990500040.100610094999595
269695.39094588674790.609054113252128
279491.94882144656892.05117855343114
289293.8363780725177-1.83637807251775
29113106.0240881170906.97591188290978
30122107.28938693928914.7106130607113
3110799.12031505605557.87968494394453
329893.48120176903774.51879823096229
3310397.64610474454885.35389525545118
34110103.0402881538366.9597118461641
35113107.4976008561625.50239914383845
36110105.8538342789324.1461657210683
37123112.33360704881010.6663929511903
38124118.0123541790975.98764582090315
39118117.4522248941070.547775105892953
40117116.3242942162780.675705783722094
41139135.0198212855083.9801787144915
42146140.0948710383335.9051289616668
43134124.3726231086939.62737689130746
44121117.2412256674233.75877433257693
45123121.6577665027231.34223349727658
46122126.603019945168-4.60301994516817
47127125.9066861462311.09331385376878
48122121.7900219642850.209978035714784
49139130.9653018287478.03469817125347
50136132.7140672905403.28593270946033
51127127.715623426682-0.715623426681802
52123126.206706662264-3.2067066622639
53140145.577906501360-5.57790650135954
54146148.377671783479-2.37767178347923
55138131.9864964365046.01350356349587
56120119.8112254052180.188774594782117
57122121.3893162207080.610683779292174
58115122.296371150803-7.29637115080284
59115124.227614083759-9.22761408375862
60102115.775556289368-13.7755562893678
61119124.797858381330-5.79785838133036
62114118.47521300308-4.47521300307987
63108108.100040147905-0.100040147904664
64102105.236388510888-3.23638851088785
65121123.092862845378-2.09286284537787
66109129.197039514833-20.1970395148332
67102111.609815529802-9.60981552980158
689590.02571282803144.9742871719686
699893.62182027923574.37817972076428
709290.89210700301221.10789299698779
719494.672601786576-0.672601786575981
729086.46536625957953.53463374042047
73113106.8789808513256.12101914867459
74111105.7548429703465.24515702965358
75103101.7099952322541.29000476774644
769097.365647542735-7.36564754273498
77108114.436982128694-6.43698212869378
7899107.47009997801-8.47009997800993
7995100.886982155598-5.88698215559765
809189.91417543068751.08582456931245
818591.709906363049-6.70990636304892
827282.8503321332926-10.8503321332926
839081.1275485113888.87245148861194
849079.080001544896610.9199984551034
85114103.83535966062810.1646403393723
86115103.63479541592511.3652045840753
8710499.32007568823464.67992431176539
889390.72607349803852.27392650196151
89101111.912326903993-10.9123269039928
9090102.019015518124-12.0190155181241
917995.776056371702-16.7760563717020
927585.2425842164814-10.2425842164814
937177.9504105386372-6.95041053863723
946166.3769136729022-5.37691367290218
958479.16481810358554.8351818964145
968776.939129796340410.0608702036596
97107100.9011730271486.0988269728521
989999.9748511803374-0.97485118033741
999386.90646217115736.09353782884267
1007477.3035896254469-3.30358962544692
1018788.0866936731075-1.08669367310749
1027181.0854898022608-10.0854898022608
1036772.5327477662147-5.53274776621473
1046170.2554994408607-9.25549944086075
1056365.4123500431171-2.41235004311707
1065256.4967203841547-4.49672038415467
1078076.08332154297553.91667845702447
1088476.8359151345727.16408486542801
10910297.22556238405584.77443761594418
1109391.32852222276891.67147777723112
1118783.71103264754853.28896735245145
1127267.12244091910984.87755908089021
1138382.30402971278860.695970287211424
1147270.2476440230511.75235597694895
1156668.912370241473-2.91237024147304
1166465.2325434717181-1.23254347171812
1176467.6640900377397-3.66409003773971
1184756.9686473910139-9.96864739101389
1197779.8897091709066-2.88970917090664
1207980.212258648891-1.21225864889095


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12196.022460526440783.440745007033108.604176045848
12286.411071750999173.014096173988399.80804732801
12379.208041863629965.04264939427993.3734343329808
12462.423941043247347.529722936530177.3181591499646
12573.169370849471457.580364395877888.758377303065
12661.528398657391645.274275752420677.7825215623626
12756.59367783718239.700605274453273.4867503999108
12855.044514368853137.535793975593672.5532347621126
12956.384755652223438.281311808328474.4881994961185
13043.031061456717524.351819817700661.7103030957343
13174.08805172930754.85023851136393.325864947251
13276.531468531468556.750850578325196.3120864846119