Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.152823208325162
beta0.147474162937433
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
31291245
499130.876803415252-31.8768034152516
5116131.399552768518-15.3995527685179
6168134.09334139869733.9066586013035
7118145.086433902012-27.0864339020116
8129146.147906503835-17.1479065038352
9205148.34174623925656.6582537607441
10147163.091814142575-16.0918141425755
11150166.361314408516-16.3613144085161
12267169.22088606921997.7791139307813
13126191.727458497205-65.7274584972051
14129187.765101009866-58.765101009866
15124183.542336352517-59.5423363525171
1697177.858858195858-80.8588581958583
17102167.095366307872-65.0953663078718
18127157.273816651726-30.273816651726
19222152.09151255526469.9084874447363
20214163.7949503570950.2050496429099
21118173.618740616409-55.6187406164089
22141166.016693770282-25.0166937702818
23154162.527536800942-8.52753680094168
24226161.36611655711464.6338834428858
2589172.842143795057-83.8421437950573
2677159.737997994439-82.7379979944389
2782144.937885758919-62.9378857589193
2897131.745229190883-34.745229190883
29127122.0779951260744.92200487392613
30121118.5837645968772.41623540312274
31117114.7610501821572.23894981784284
32117110.9617026904356.03829730956465
33106107.879071644938-1.87907164493795
34112103.5441333446158.45586665538512
35134100.97918735421533.0208126457851
36169102.91254095281166.087459047189
3775111.38868998095-36.3886899809497
38108103.3839959570734.61600404292662
39115101.74980390476613.2501960952339
4085101.733742742788-16.7337427427879
4110196.75830354523474.24169645476528
4210895.083995388522112.9160046114779
4310995.026416961800713.9735830381993
4412495.445390337849828.5546096621502
4510598.73623177679346.2637682232066
469598.761684828785-3.76168482878495
4713597.170237103705137.8297628962949
48164102.78751518399461.2124848160055
4988113.357790676834-25.3577906768345
5085110.1266183568-25.1266183568003
51112106.3644840062445.63551599375556
5287107.430528021343-20.4305280213427
5391104.052623052806-13.052623052806
5487101.508060030129-14.5080600301295
558798.414097422823-11.4140974228231
5614295.535719175425946.4642808245741
5795102.54968793916-7.54968793916002
58108101.1389178009346.86108219906647
59139102.08507925631636.914920743684
60159108.45613383381650.5438661661844
6161118.049138683103-57.0491386831028
6282109.913691816814-27.9136918168143
63124105.60171329281218.3982867071882
6493108.781930832383-15.781930832383
65108106.3829329990561.61706700094427
6675106.679350442923-31.6793504429228
6787101.173329987367-14.1733299873671
6810398.02320467647374.97679532352632
699097.9118273542362-7.91182735423615
7010895.652456754464612.3475432455354
7112396.767470612212726.2325293877873
72129100.59564756782528.4043524321754
7357105.395891864019-48.3958918640192
746597.368555237026-32.368555237026
756791.0610621187327-24.0610621187327
767185.4808711725545-14.4808711725545
777681.0383934750891-5.03839347508912
786777.925392848289-10.9253928482889
7911073.666491324687336.3335086753127
8011877.448712287291840.5512877127082
819982.789431396295816.2105686037042
828584.77566899830680.224331001693187
8310784.323894335210922.6761056647891
8414187.814334067008253.1856659329918
855897.1660132852881-39.1660132852881
866591.5215095567116-26.5215095567116
877087.211651604308-17.211651604308
888683.93664885023182.06335114976824
899383.65381658189689.34618341810318
907484.6946094790651-10.6946094790651
918782.43167461747814.56832538252191
927382.6042289477417-9.60422894774166
9310180.394432987927320.6055670120727
9410083.265792415272516.7342075847275
959685.922665054837510.0773349451625
9615787.789330741835869.2106692581642
9763100.252776006629-37.2527760066291
9811595.606552499014819.3934475009852
9970100.054265940226-30.0542659402255
1006696.267873909996-30.267873909996
1016791.7666761812713-24.7666761812713
1028387.5480108006196-4.54801080061955
1037986.3167260530232-7.31672605302317
1047784.4974168291247-7.49741682912469
10510282.481521018817219.5184789811828
10611685.034178308731230.9658216912688
10710090.03414666210939.96585333789074
10813592.049437644714642.9505623552854
10971100.073554898544-29.0735548985441
1106096.435470968159-36.435470968159
1118990.8511518985503-1.85115189855031
1127490.5103991377743-16.5103991377743
1137387.5572704789984-14.5572704789984
1149184.57454109264056.42545890735946
1158684.94327334824681.05672665175322
1167484.5153546661178-10.5153546661178
1178782.08196384997834.91803615002172
1188782.11799344912594.88200655087414
11910982.258544988585526.7414550114145
12013786.342412440437350.6575875595627
1214395.2229140982885-52.2229140982885
1226987.20391481212-18.2039148121201
1237383.973537870898-10.973537870898
1247781.6008144988228-4.60081449882281
1256980.0983004177545-11.0983004177545
1267677.35269202735-1.35269202734997
1277876.06595251587041.93404748412962
1287075.325091627755-5.32509162775503
1298373.3548516929139.64514830708693
1306573.8897891405026-8.88978914050257
13111071.391804583179138.6081954168209
13213277.022745643275754.9772543567243
1335486.3943072883557-32.3943072883557
1345581.6833806847044-26.6833806847044
1356677.243840189369-11.243840189369
1366574.9104120435154-9.91041204351536
1376072.5574070040354-12.5574070040354
1386569.5168674593012-4.5168674593012
1399667.603310178257728.3966898217423
1405571.3596979974331-16.3596979974331
1417167.90756475690843.09243524309156
1426367.4978646080997-4.49786460809969
1437465.82681997395968.17318002604037
14410666.276407871901339.7235921280987
1453472.4429004248403-38.4429004248403
1464765.7973329056275-18.7973329056275
1475661.7304196288082-5.73041962880821
1485359.5312847743102-6.53128477431024
1495357.062560473317-4.06256047331697
1505554.87955468648490.120445313515056
1516753.338523797648413.6614762023516
1525254.174771867893-2.17477186789298
1534652.541859834204-6.54185983420397
1545150.09411840579620.905881594203848
1555848.80498100078729.1950189992128
1569148.98984867655242.010151323448
1573355.1364328793738-22.1364328793738
1584050.9810309846959-10.9810309846959
1594648.2829486894455-2.28294868944553
1604546.8626833384443-1.86268333844433
1614145.4646641080699-4.46466410806987
1625543.568379573988911.4316204260111
1635744.359056099274712.6409439007253
1645445.61944027153418.38055972846588
1654646.4176155189542-0.417615518954165
1665245.86181339845326.13818660154681
1674846.44622921654281.55377078345722
1687746.365057970776230.6349420292238
1693051.4185988483316-21.4185988483316
1703548.0344294741013-13.0344294741013
1714245.637792637953-3.63779263795298
1724844.5951933309383.40480666906205
1734444.7056023892176-0.705602389217582
1744544.17194305166910.828056948330897
1754643.89132476710662.10867523289338


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
17643.8539388921958-15.2163826921205102.924260476512
17743.4942985028783-16.4773925973345103.465989603091
17843.1346581135609-17.9657320511246104.235048278246
17942.7750177242435-19.6974516049384105.247487053425
18042.4153773349261-21.6845732756973106.515327945549
18142.0557369456086-23.9350586876601108.046532578877
18241.6960965562912-26.4529932513262109.845186363909
18341.3364561669738-29.2389529045126111.91186523846
18440.9768157776564-32.2905001125367114.244131667849
18540.6171753883389-35.602748355276116.837099131954
18640.2575349990215-39.1689382717573119.6840082698
18739.8978946097041-42.9809803672515122.77676958666