Estimated Parameters of Exponential Smoothing
ParameterValue
alpha1
beta0.0112924114735404
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
33883880
4386387-1
5406384.98870758852621.0112924114736
6405405.225975748028-0.225975748027679
7390404.223423936898-14.2234239368979
8380389.06280718124-9.06280718123986
9381378.9604662334442.03953376655602
10381379.983497487951.01650251204990
11382379.994976252582.00502374741995
12384381.017617805752.98238219424985
13394383.05129609265910.9487039073410
14393393.174933362283-0.174933362282616
15388392.172957942775-4.17295794277527
16381387.125835184624-6.12583518462367
17399380.056659733118.9433402669002
18396398.270575726077-2.27057572607691
19378395.244935450696-17.2449354506962
20368377.050198543752-9.05019854375234
21369366.9479999778792.05200002212098
22373367.9711720064735.02882799352744
23374372.0279596014051.97204039859486
24379373.0502286930285.94977130697151
25385378.11741595886.88258404119972
26385384.1951369297950.804863070205272
27395384.20422577476310.7957742252366
28387394.32613609949-7.32613609949016
29400386.24340635614413.7565936438564
30390399.398751472044-9.3987514720443
31365389.292616903084-24.2926169030844
32350364.018294677246-14.0182946772457
33365348.85999432559316.1400056744071
34374364.0422539108549.95774608914644
35367373.154700877041-6.15470087704125
36375366.0851994622418.91480053775888
37382374.1858690581187.81413094188196
38380381.274109440022-1.27410944002190
39378379.259721671963-1.25972167196289
40363377.245496376501-14.2454963765009
41375362.08463036977312.9153696302274
42366374.23047603797-8.23047603797005
43341365.137534115926-24.1375341159261
44326339.864963148732-13.8649631487325
45338324.70839427979213.2916057202085
46345336.8584885607288.14151143927177
47336343.950425857917-7.95042585791703
48342334.8606463777397.1393536222605
49347340.9412668964976.05873310350279
50360346.0096846037113.9903153962897
51360359.167669001810.832330998190173
52334359.177068025924-25.1770680259236
53347332.89275821407814.1072417859225
54336346.052062993081-10.0520629930809
55305334.938550961605-29.9385509616051
56289303.600472525225-14.6004725252251
57303287.43559798176215.5644020182379
58308301.6113576136926.38864238630833
59294306.683500792275-12.6835007922751
60299292.5402734824046.45972651759621
61306297.6132193722478.38678062775296
62313304.7079263500348.29207364996608
63321311.8015638576589.19843614234173
64287319.905436383491-32.9054363834907
65296285.53385465613210.4661453438681
66283294.652042675897-11.6520426758967
67248281.520463015493-33.5204630154932
68235246.141936154339-11.1419361543387
69241233.0161168266727.98388317332802
70244239.1062741206224.89372587937811
71237242.161536086891-5.16153608689055
72241235.1032498975625.89675010243815
73251239.16983842607511.8301615739248
74259249.3034294783669.69657052163356
75264257.4129271425796.58707285742105
76229262.487311079691-33.4873110796911
77237227.1091585838379.8908414161632
78228235.220850034928-7.22085003492765
79197226.139309225145-29.1393092251445
80182194.810256155319-12.8102561553195
81182179.6655974717322.33440252826787
82176179.691958505626-3.69195850562619
83172173.650267391037-1.65026739103743
84175169.6316318926165.36836810738353
85185172.69225371422612.3077462857735
86195182.83123784959712.1687621504026
87206192.96865251892313.0313474810766
88175204.115807856734-29.1158078567344
89185172.78702017403212.2129798259684
90174182.924934167544-8.92493416754445
91140171.824150138550-31.8241501385503
92130137.46477874039-7.46477874039005
93133127.3804833872955.61951661270537
94130130.443941281168-0.443941281167696
95131127.4389281135513.56107188644934
96136128.4791412025797.52085879742069
97149133.56406983475415.4359301652458
98155146.7383787096578.26162129034304
99161152.8316723367068.16832766329392
100131158.923912453731-27.9239124537307
101145128.60858414435216.3914158556479
102134142.793682756828-8.79368275682793
10393131.69438087277-38.6943808727701
1048790.2574280022409-3.25742800224086
1058684.22064378489411.77935621510588
1068083.2407370074331-3.2407370074331
1077977.20414127166761.79585872833236
1089176.224420847376314.7755791526237
10910888.391272766927619.6087272330724
110105105.612702583316-0.612702583315865
111112102.6057836936349.39421630636583
11278109.711867049637-31.7118670496371
1138775.353763598318411.6462364016816
1147484.4852776918843-10.4852776918843
1153271.3668736217732-39.3668736217732
1162528.9223266864093-3.92232668640928
1172621.87803415953274.1219658404673
1182522.92458109388312.07541890611687
1192221.94801757815100.0519824218490292
1203618.948604585047917.0513954149521


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
12133.14115595827165.7939052762246460.4884066403185
12230.2823119165431-8.6115200715901869.1761439046764
12327.4234678748147-20.480236321314075.3271720709434
12424.5646238330862-31.060613083090780.1898607492632
12521.7057797913578-40.833225802590784.2447853853062
12618.8469357496294-50.043094929376987.7369664286356
12715.9880917079009-58.83493306356490.8111164793658
12813.1292476661725-67.302487879054693.5609832113995
12910.2704036244440-75.510504523579296.0513117724673
1307.4115595827156-83.5058542099498.3289733753712
1314.55271554098716-91.3237184879251100.429149569899
1321.69387149925872-98.9912731443912102.379016142909