Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.216529821272695
beta0.253710197629439
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31040742298
4949798.896762216096150.103237783904
5758832.015509957596-74.0155099575961
61023812.539762297137210.460237702863
7921866.22330395837154.7766960416292
8775889.205919087825-114.205919087825
9907869.32476252314637.6752374768542
10835884.40012584979-49.4001258497902
11871877.90723971126-6.9072397112601
12836880.235875710305-44.2358757103054
13789872.051614556775-83.0516145567747
14811850.900079548992-39.9000795489924
15996836.900194966462159.099805033538
16778874.7299986735-96.7299986735004
17603851.851078549376-248.851078549376
18990782.36256919729207.63743080271
19735823.124168490266-88.1241684902659
20800795.0033877609084.99661223909209
21706787.320526048954-81.3205260489542
22766756.4800197246199.51998027538127
23870745.832179957503124.167820042497
24647766.83027792146-119.83027792146
25726728.412536314865-2.41253631486541
26784715.28670264281268.7132973571885
27884721.336554616381162.663445383619
28696756.665465716455-60.6654657164549
29893740.304300278829152.695699721171
30674778.53065390687-104.53065390687
31703755.317353577938-52.3173535779379
32799740.5356929221858.46430707782
33793752.95335031766840.046649682332
34799763.58303133768635.4169686623138
351022775.155908702003246.844091297997
36758846.069646635548-88.0696466355481
371021839.626394167474181.373605832526
38944901.48954944195842.5104505580424
39915935.620037142789-20.6200371427893
40864954.948112898753-90.9481128987534
411022954.05175348042867.9482465195716
42891991.293987262604-100.293987262604
431087986.597027426187100.402972573813
448221030.87266443819-208.872664438189
45890996.706311164682-106.706311164682
461092978.800021002653113.199978997347
479671014.7287346406-47.7287346405985
488331013.18956532296-180.189565322955
491104973.069813810261130.930186189739
5010631007.509524118855.4904758812035
5111031028.6627024400574.3372975599495
5210391057.9805603676-18.9805603676
5311851066.04960647756118.950393522442
5410471110.51945523458-63.5194552345752
5511551111.9896466552643.0103533447409
568781138.88952767851-260.889527678512
578791085.65384066882-206.653840668824
5811331032.80909830616100.190901693836
599201051.90946288234-131.909462882339
609431013.50662199594-70.5066219959416
61938984.525987913292-46.5259879132922
62900958.18193277087-58.1819327708696
63781926.117745567667-145.117745567667
641040867.257199464199172.742800535801
65792886.712708642086-94.7127086420857
66653843.053003550652-190.053003550652
67866768.3085631367997.6914368632105
68679761.236134535135-82.2361345351352
69799710.68631126404788.3136887359526
70760701.91719598285158.0828040171489
71697689.7930193208397.20698067916135
72750667.04863114469482.9513688553055


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
73665.262163581811427.171012634464903.353314529158
74645.514250946363398.806135444527892.222366448199
75625.766338310915367.107776758662884.424899863169
76606.018425675467331.887751277358880.149100073577
77586.270513040019293.12007613671879.420949943328
78566.522600404571250.904054762389882.141146046753
79546.774687769123205.419376409966888.129999128281
80527.026775133675156.885607154276897.167943113074
81507.278862498227105.532260607788909.025464388666
82487.53094986277951.5800912304319923.481808495126
83467.783037227331-4.76865319980055940.334727654463
84448.035124591883-63.3339573219355959.404206505702