Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.14101826168975
beta0.189361151263863
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
3410.25410.250
4395.25402.75-7.5
5546.75393.992087684456152.757912315544
6539.25411.912620224723127.337379775277
7425.25429.648731944021-4.39873194402128
8349.5428.690185174595-79.1901851745947
9357415.070032044041-58.0700320440408
10357402.877540040066-45.8775400400656
11364.5391.17932666144-26.6793266614403
12380.25381.47598375282-1.22598375282013
13334.5375.329289104872-40.829289104872
14288.75362.507525141282-73.7575251412825
15251.25343.072703321387-91.8227033213869
16251.25318.63838490285-67.3883849028495
17395.25295.85025391782599.3997460821752
18410.25299.236604464377111.013395535623
19296.25307.225124597302-10.9751245973016
20167.25297.717962748106-130.467962748106
21235.5267.876192941478-32.3761929414781
22235.5251.002600203589-15.5026002035885
23288.75236.09452035189852.6554796481019
24319.5232.20405374328687.2959462567138
25312235.52962237871276.4703776212879
26235.5239.370605725005-3.87060572500474
27273.75231.77868500037141.9713149996286
28258.75231.77208823844726.9779117615534
29387.75230.371549254777157.378450745223
30357251.562404236297105.437595763703
31235.5268.244190363969-32.7441903639693
32144.75264.565440644117-119.815440644117
33228245.408577279352-17.4085772793518
34251.25240.22808391037211.021916089628
35273.75239.35113171315634.3988682868437
36303.75242.68932274299861.0606772570022
37243251.41784221854-8.41784221854027
38190.5250.1238368101-59.6238368101003
39213240.016693062042-27.0166930620417
40220.5233.786315012481-13.286315012481
41417.75229.137381484149188.612618515851
42417.75257.996479096221159.753520903779
43303.75287.05187596528916.6981240347115
44288.75296.379745800321-7.6297458003213
45334.5302.07320171627332.4267982837268
46312314.281266977423-2.28126697742312
47372.75321.53394366897851.2160563310215
48448.5337.698361732459110.801638267541
49463.5365.22421327609698.2757867239042
50357393.607986724172-36.6079867241722
51327401.993127915903-74.9931279159027
52296.25402.962693201225-106.712693201225
53501.75396.609630890232105.140369109768
54516.75422.93932242991193.8106775700886
55478.5450.17638277030628.3236172296937
56516.75468.93490802302847.8150919769716
57509.25491.71891175148117.5310882485192
58448.5510.700457235166-62.2004572351656
59516.75516.777436303369-0.0274363033693135
60592.5531.6212140653360.8787859346698
61623.25556.67955079144566.5704492085546
62531.75584.318172006037-52.5681720060372
63471593.752324063728-122.752324063728
64516.75590.011326997728-73.2613269977278
65714591.293139225098122.706860774902
66774.75623.486732617507151.263267382493
67759.75663.74654139668496.0034586033162
68789.75698.77732487366290.972675126338
69782.25735.52795395811846.7220460418815
70706.5767.286072818126-60.7860728181262
71835.5782.26039001452253.2396099854784
72866.25814.73608834474251.5139116552576
73911.25848.34402727417162.9059727258293
74774.75885.238256970882-110.488256970882
75721.5894.730323855005-173.230323855005
76782.25890.74877830057-108.49877830057
77927892.99827862868434.0017213713163
781056916.250912609896139.749087390104
791025.25958.14762936407467.1023706359261
801025.25991.59169253178933.658307468211
811040.251021.2183226351219.0316773648842
82987.751049.29054090689-61.5405409068894
831124.251064.3572645446959.8927354553093
841124.251098.1476362234126.1023637765904
8511011127.86996977496-26.8699697749616
869721149.40471790765-177.404717907649
87995.251144.97401187077-149.72401187077
881010.251140.44865364013-130.198653640132
891109.251135.19998331257-25.9499833125672
901238.251143.9593269827494.2906730172592
911146.751172.19267870111-25.4426787011114
921192.51182.862035766569.6379642334432
931154.251198.73577034263-44.4857703426333
941131.751205.78914950555-74.0391495055528
951306.51206.6978669393999.8021330606064
961268.251234.7864341727633.4635658272368
9712151254.41364229914-39.4136422991437
981139.251262.71135573615-123.461355736154
9912151255.85997118048-40.8599711804809
1001253.251259.56579093515-6.31579093515256
10112991267.9743179717631.0256820282418
1021359.751282.4771652034377.2728347965678
10312991305.56515142743-6.56515142742592
1041336.51316.6551388347119.8448611652943
1051290.751331.99934518536-41.2493451853559
1061283.251337.6266558021-54.3766558020964
10714731339.95073537117133.049264628825
1081488.751372.25815755806116.491842441941
10914281405.3414068303122.6585931696948
1101321.51425.79751543383-104.297515433828
1111412.251425.56539806358-13.3153980635766
1121450.51437.8078545902912.6921454097092
1131496.251454.0567728751842.1932271248222
1141564.51475.5925842149988.9074157850112
1151496.251506.09007777847-9.84007777846591
1161549.51522.3996081134927.1003918865131
1171526.251544.64209133973-18.3920913397346
11814431559.97817265039-116.978172650387
1191617.751558.2881035070459.4618964929616
1201617.751583.0671398470434.6828601529617


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1211605.278029163451452.38595141011758.17010691681
1221622.598001830671467.5703694391777.62563422233
1231639.917974497881482.066130685471797.76981831029
1241657.23794716511495.806109335651818.66978499454
1251674.557919832311508.738725315421840.3771143492
1261691.877892499531520.828650858681862.92713414037
1271709.197865166741532.056427024081886.3393033094
1281726.517837833961542.417102231221910.61857343669
1291743.837810501171551.918150883441935.7574701189
1301761.157783168381560.576998302481961.73856803429
1311778.47775583561568.41846698221988.537044689
1321795.797728502811575.472391939982016.12306506565