Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.658681111002325
beta0.0625489335806356
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13353355.748664529915-2.74866452991461
14350350.827694757025-0.82769475702463
15343342.5962639623470.403736037653118
16346344.984253882731.01574611727017
17373371.7755451535951.22445484640519
18363362.2964228847910.703577115208532
19349354.503195530486-5.50319553048615
20350340.8532870464439.1467129535572
21353348.5631726461514.43682735384903
22356352.3952086373453.60479136265491
23355356.327714924480-1.32771492448035
24346358.039904232956-12.0399042329558
25349352.595297336999-3.59529733699878
26348347.6587023504610.341297649539058
27342340.5521101738561.44788982614432
28342343.814308810741-1.81430881074141
29379368.67368862755910.3263113724408
30375365.2479526357509.75204736425047
31363361.9050388652061.09496113479446
32361358.482090664642.51790933536017
33363360.8256188548762.17438114512356
34373363.3977055724669.60229442753405
35367370.358463117726-3.35846311772599
36360367.754464817046-7.75446481704563
37358368.869159432285-10.8691594322851
38367361.0396211073425.96037889265807
39357358.797995448988-1.79799544898844
40346359.461093954553-13.4610939545531
41386380.9652873572805.03471264272036
42383373.8125632383379.18743676166332
43367367.074157386902-0.0741573869016179
44354363.249877859877-9.24987785987696
45363357.1231696160775.87683038392254
46370364.2200523629095.7799476370912
47361363.632646526404-2.63264652640419
48354359.429490602323-5.42949060232343
49363360.5314852997382.46851470026229
50366367.299957423934-1.29995742393447
51353357.397378361618-4.39737836161828
52351352.029755257315-1.02975525731483
53389388.2096521236870.790347876313376
54385379.678228623895.32177137611029
55364367.07274066793-3.07274066792979
56348357.858278913217-9.8582789132165
57347356.185568294151-9.18556829415104
58352352.399206459288-0.399206459287768
59342343.686892149996-1.68689214999563
60338338.007596854715-0.00759685471535931
61343344.455535686608-1.45553568660756
62354346.2702958702937.7297041297071
63329340.547432945162-11.5474329451620
64320330.614313400402-10.6143134004017
65353359.702072631114-6.70207263111399
66345346.073301658595-1.07330165859537
67324324.417926586511-0.417926586511101
68310312.773118377198-2.7731183771981
69314314.425795249205-0.425795249205464
70313318.198099858792-5.19809985879226
71310304.4774383540915.52256164590949
72301303.009182051353-2.00918205135287
73294306.45117348886-12.4511734888599
74296302.512060348188-6.51206034818756
75274278.595657051527-4.5956570515267
76269271.61333597285-2.61333597284994
77292305.68945192654-13.6894519265402
78287287.474495763584-0.474495763584343
79271264.5569691110376.44303088896265
80256255.0298770277820.970122972217894
81260258.5059672706111.49403272938935
82265260.5496704074354.45032959256486
83263255.8766465899177.1233534100827
84256251.9912626787824.00873732121761
85246255.180219583985-9.18021958398452
86245254.904640710207-9.90464071020656
87220228.749827035597-8.74982703559684
88224218.8787988877885.12120111221154
89240253.758644722309-13.7586447223085
90238239.495399990311-1.49539999031083
91222217.7112177309454.28878226905451
92203204.253113520854-1.25311352085350
93209205.7079808726573.29201912734322
94214209.2834610264484.71653897355239
95216205.04754297086410.9524570291362
96214202.12840344136511.871596558635
97206205.825948781970.174051218029859
98196211.681098570010-15.6810985700105
99169182.094117811691-13.0941178116913
100177173.8955642665263.10443573347391
101193200.719399464561-7.71939946456064
102183194.585026907671-11.5850269076714
103164167.6788163532-3.67881635320
104142146.302355948336-4.30235594833587
105141146.395760586422-5.39576058642174
106137143.472721131887-6.47272113188671
107140132.2718313854037.7281686145974
108146125.68653958664920.3134604133506
109136129.4436970445526.55630295544839
110124132.845709923259-8.84570992325857
111105107.680329139749-2.68032913974920
112114111.3353329963092.66466700369078
113135133.62232226031.37767773969989
114123131.982609556056-8.98260955605616
115100109.418318830872-9.41831883087198
1167483.741282029476-9.741282029476
1176479.3476377788613-15.3476377788613
1185768.5605511026289-11.5605511026289
1196257.70447146768714.29552853231285
1206451.861373910028312.1386260899717


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12143.909154776107330.116352463759657.7019570884551
12235.836348500348219.001029538531852.6716674621646
12317.0669638494532-2.6284330141694236.7623607130758
12422.88736022783480.43008267003235945.3446377856372
12541.44568837401916.279525017321066.6118517307169
12633.77138201767065.9222548060099261.6205092293313
12715.7541508572672-14.769438067466246.2777397820005
128-4.66231768248794-37.863649007492228.5390136425163
129-4.98464670685161-40.875265113940230.905971700237
130-4.16913856730358-42.766542430645134.4282652960379
131-1.32143817223447-42.647501718921440.0046253744524
132-6.81681291113506-50.896674071762237.2630482494921