Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.295879428539368
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
23023002
3400300.59175885707999.4082411429213
4392330.0046124385561.99538756145
5373348.34777228230824.6522277176916
6379355.64185933164123.3581406683587
7303362.553052644337-59.5530526443375
8324344.932529460156-20.9325294601560
9353338.73902460560214.2609753943984
10392342.9585538557149.0414461442898
11327357.468908915627-30.4689089156269
12376348.45378555745327.5462144425468
13329356.604143745137-27.6041437451368
14359348.43664546850710.5633545314928
15413351.56212477074461.437875229256
16338369.740328184249-31.7403281842492
17422360.34901801944261.6509819805584
18390378.5902753367411.4097246632600
19370381.966178149897-11.9661781498969
20367378.425632197105-11.4256321971051
21406375.04502267192530.9549773280754
22418384.20396367420533.7960363257953
23346394.203515589177-48.2035155891767
24350379.941086943063-29.9410869430626
25330371.082135248502-41.0821352485017
26318358.926776547998-40.926776547998
27382346.81738529101835.1826147089820
28337357.227197225632-20.2271972256323
29372351.24238566955920.7576143304408
30422357.38413673549164.6158632645094
31428376.50264143277251.4973585672284
32426391.7396504569334.26034954307
33396401.876583101293-5.87658310129257
34458400.13782305151857.862176948482
35315417.258050901079-102.258050901079
36337387.001997236918-50.0019972369179
37386372.20743486863213.7925651313684
38352376.288371157793-24.2883711577929
39383369.10194177947313.8980582205269
40439373.21409130356965.7859086964306
41397392.6787883746124.32121162538766
42453393.9573460009359.0426539990703
43363411.426852725622-48.4268527256222
44365397.098343215205-32.098343215205
45474387.6011037676386.3988962323704
46373413.164759811295-40.1647598112955
47403401.2808336309081.71916636909157
48384401.789499593759-17.7894995937593
49364396.525952619957-32.5259526199565
50361386.902192346065-25.9021923460652
51419379.23826647679539.7617335232053
52352391.002945469375-39.0029454693753
53363379.462776252544-16.4627762525444
54410374.5917794227735.4082205772299
55361385.068343492757-24.0683434927568
56383377.9470157742315.05298422576931
57342379.44208985937-37.4420898593697
58369368.363745708460.63625429154024
59361368.552000264646-7.55200026464638
60317366.317518742014-49.3175187420136
61386351.72547947964734.2745205203529
62318361.86660502467-43.8666050246699
63407348.88737899800858.1126210019916
64393366.08170809100326.9182919089974
65404374.04627691829329.9537230817074
66498382.908967386335115.091032613665
67438416.96203634607221.0379636539283


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
68423.186737009628339.072912714504507.300561304752
69423.186737009628335.468291995314510.905182023942
70423.186737009628332.006060581411514.367413437845
71423.186737009628328.670569545615517.702904473641
72423.186737009628325.44884225911520.924631760146
73423.186737009628322.329976064010524.043497955246
74423.186737009628319.304705904054527.068768115202
75423.186737009628316.365079351653530.008394667603
76423.186737009628313.504210128745532.869263890511
77423.186737009628310.716088122224535.657385897032
78423.186737009628307.995430830160538.378043189096
79423.186737009628305.337565703632541.035908315624