Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.763593666620862
beta0.0660654920052931
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
324021889513
421802080.6029601018399.3970398981746
524531961.39562085841491.60437914159
625072166.47538201087340.524617989134
726792273.37010493109405.629895068913
826222450.44169399741171.558306002591
926182457.43233479495160.567665205047
1026482464.13077960696183.869220393043
1125232497.8978301141325.102169885869
1224732411.6977003516661.3022996483364
1325132356.23228924278156.767710757224
1424662381.5721521286984.4278478713131
1525442355.9329016614188.067098338599
1625372418.91938334715118.080616652854
1725642434.42146632302129.578533676976
1825822465.2401589917116.759841008296
1927162492.16078515709223.83921484291
2029042612.13860269489291.861397305115
2128512798.781315686952.2186843131012
2229322805.06865674217126.931343257831
2327722874.80944073647-102.809440736468
2428112763.9351695862547.064830413749
2529352769.87823117808165.12176882192
2627832874.29875269486-91.2987526948646
2730032778.31242234923224.687577650775
2829952934.9461098016960.0538901983055
2931272968.89610628881158.103893711192
3029853085.69236183827-100.692361838271
3132872999.79378886714287.206211132863
3232363224.5808561771211.4191438228813
3332523239.3547292859112.6452707140857
3432283255.70278351378-27.7027835137751
3528563239.84379145393-383.843791453929
3631762932.67394013888243.32605986112
3733623116.68213146815245.317868531852
3830363314.58685272111-278.586852721106
3933303098.38732266594231.612677334062
4032513283.45713150959-32.4571315095864
4133183265.2475356528652.7524643471379
4232383314.76466118693-76.7646611869318
4335973261.510768398335.489231601998
4437083539.97582662064168.02417337936
4539023699.04197461788202.958025382121
4637453895.02205308284-150.022053082839
4734263813.90058798092-387.900587980917
4835263531.56808504727-5.56808504727087
4934833540.90136564563-57.9013656456304
5034583507.35232335764-49.3523233576402
5138243477.84158952003346.158410479975
5236963767.80306666716-71.803066667158
5335183734.98954393478-216.989543934775
5438143580.36603365377233.633966346234
5539963781.62195924297214.37804075703
5641363978.98895203509157.011047964914
5740374140.47163882741-103.471638827414
5839154097.83154216502-182.831542165019
5937603985.36938815124-225.369388151238
6039553829.05635171854125.943648281457
6141603947.35722822223212.64277177777
6241154142.58823691092-27.5882369109195
6342024152.9886197745349.0113802254691
6440184224.35247162208-206.352471622077
6542334090.31220090844142.687799091561
6640294229.99506900109-200.995069001095
6744014097.10423900039303.895760999614
6846454365.07553670672279.924463293283
6944914628.8639062468-137.863906246799
7043794566.67687596953-187.676875969532
7143944456.98520623602-62.9852062360233
7244724439.3298790447732.6701209552348
7346144496.36446971618117.635530283817
7441604624.21249093001-464.212490930006
7543284284.3468318857543.6531681142469
7642024334.48635330365-132.486353303647
7746354243.44328731845391.556712681551
7845424572.30912393674-30.3091239367359
7949204577.5118693769342.4881306231
8047744884.65780156839-110.657801568394
8146984840.2019946014-142.201994601395
8249164764.48555039404151.514449605958
8347034920.69260118639-217.69260118639
8446164783.9935060302-167.993506030202
8548734676.76952463999196.230475360006
8643754857.56394499573-482.563944995732
8748014495.69124939346305.308750606543
8844274750.83512319711-323.835123197108
8946844509.2321471687174.7678528313
9046484657.17579309482-9.17579309482426
9152254664.19834298723560.801657012766
9251745134.7429323585339.257067641468
9351815209.01978522583-28.0197852258289
9452665230.5109398686435.4890601313646
9548395302.2873700053-463.287370005301
9650324969.8297304587762.1702695412296
9752215041.74453202683179.255467973166
9846585212.10778445294-554.107784452938
9950144794.52632060338219.473679396619
10049804978.718593849521.28140615047505
10149524996.36527248048-44.3652724804824
10249464976.91833301966-30.9183330196638
10353654966.17964830674398.820351693262
10454565303.70606810979152.293931890214
10553975460.66927620897-63.6692762089679
10654365449.51241022508-13.512410225082
10749955475.9733463008-480.973346300799
10850195121.22031779625-102.220317796255
10952495050.52397514694198.476024853056
11047995219.45001331045-420.45001331045
11151374894.55752638149242.44247361851
11249795088.07608596244-109.076085962443
11349515007.67471757535-56.6747175753508
11452654964.42762189279300.572378107209
11556125209.13517814322402.864821856781
11655725552.2759953111519.7240046888528
11754035603.847931703-200.847931703001
11853735476.86032040344-103.860320403437
11952525418.69237338338-166.692373383378
12054375304.13710660249132.862893397511
12152965425.02290413531-129.022904135308
12250115339.42552217003-328.425522170029
12352945084.99741882851209.002581171486
12453355251.4896046524883.5103953475209
12553985326.3696170586171.6303829413946
12653965395.791678861560.208321138443353
12757245410.68681583109313.31318416891
12858985680.47261333039217.52738666961
12957185888.0906281904-170.090628190399
13056255791.14538738033-166.145387380333
13153805688.83113932909-308.831139329089
13254885461.9832912145826.0167087854225
13356785492.13560908644185.864390913561
13452245653.72294113545-429.722941135452
13555965323.57336977204272.426630227957
13651845543.32392244646-359.323922446462
13756205262.54687156825357.453128431748
13855315547.12874346253-16.1287434625347
13958165545.63221420746270.367785792541
14060865776.54191560555309.45808439445
14161756052.91201261817122.087987381828
14261126192.36648628995-80.3664862899468
14358136173.17374258073-360.173742580731
14457405922.15219640823-182.152196408232
14558215797.877708721323.1222912787034
14652945831.51597440186-537.515974401857
14758815409.93823996811471.06176003189
14855895782.2678185546-193.267818554604
14958455637.56971977315207.430280226853
15057065809.30642647157-103.306426471568
15163555738.55503289205616.44496710795
15264046248.4991621591155.500837840902
15364266414.3138541621211.6861458378789
15463756470.90209141899-95.902091418985
15558696440.49864095389-571.498640953885
15659946018.10217614221-24.1021761422071
15761056012.4782979013392.5217020986729
15857926100.57513446503-308.575134465032
15960115866.83021809521144.169781904789
16059685986.07141302436-18.071413024355
16162555980.51460701111274.48539298889
16262086212.19934231938-4.19934231937896
16368976230.87033373712666.129666262882
16468146795.0046813500518.9953186499515
16568976865.9496001462331.0503998537688
16665966947.66610806091-351.666108060913
16761886719.40214700155-531.402147001551
16864066327.0851391885778.9148608114283
16965486404.78336625057143.216633749435
17058426538.80689679738-696.806896797381
17165555996.24182879998558.758171200019
17264246440.60607509614-16.6060750961424
17365966444.78809707373151.211902926274
17466456584.7430800046960.2569199953068
17572036658.28520639076544.714793609241
17671287129.23562819789-1.2356281978864
17771337183.23943165206-50.2394316520567
17867787197.28980293007-419.289802930068
17965936908.38365514702-315.383655147021
18065916682.9093641571-91.9093641571026
18161206623.44205714585-503.442057145853
18256126224.33375440703-612.333754407025
18360705711.18592325777358.81407674223
18459835957.7015876891225.2984123108763
18561455950.82303688671194.176963113291
18663036082.69476030497220.305239695026
18765886245.63165080709342.368349192913
18866406519.04668024891120.953319751091
18967196629.4923507714189.5076492285925
19065756720.44171594171-145.441715941707
19164876624.64810782754-137.648107827544
19265106527.86168908493-17.8616890849289
19363656521.64234899556-156.642348995564
19458446401.54880940705-557.548809407049
19559745947.1988643062726.8011356937268
19658805940.40687839349-60.4068783934927
19762795863.97604789634415.02395210366
19863426171.5179811796170.4820188204
19965986300.92958199734297.070418002664
20068016541.98965089817259.01034910183
20165296767.05363685915-238.053636859147
20263696600.55357388208-231.55357388208
20360286427.33569039433-399.335690394335
20461876105.8550814083681.1449185916408
20561646155.359955607598.6400443924058
20658666149.93643304126-283.936433041261
20761985906.77956975607291.220430243927
20858986117.50009733739-219.500097337388
20964625927.16450124855534.835498751449
21060636339.8157375473-276.815737547298
21164966118.73065384268377.269346157324
21266786416.13297635479261.86702364521
21365546638.6252721144-84.6252721143992
21465136592.26913800979-79.2691380097885
21562106546.00400861745-336.004008617453
21659286286.74729953567-358.747299535669
21762685992.02616391068275.973836089319
21855826195.8961724161-613.896172416101
21958695689.29774067657179.70225932343
22057645797.75151950267-33.7515195026699
22160825741.51067534061340.489324659387
22260625988.2144996605673.7855003394361
22368106034.98724411536775.012755884638
22467276656.3098965049770.6901034950324
22565376743.3823494447-206.3823494447
22661756608.47262226582-433.472622265823
22760146278.29072472056-264.290724720558
22861096063.9623279049345.0376720950735


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
2296088.107159862575569.305069215046606.90925051009
2306077.861510649065408.895933721016746.82708757712
2316067.615861435565262.218080818376873.01364205275
2326057.370212222055122.502578013126992.23784643099
2336047.124563008554986.548951830557107.70017418655
2346036.878913795054852.579566445927221.17826114418
2356026.633264581544719.506490578617333.76003858447
2366016.387615368044586.619465253237446.15576548285
2376006.141966154534453.433177636937558.85075467214
2385995.896316941034319.604809358757672.1878245233
2395985.650667727534184.886154820127786.41518063493
2405975.405018514024049.094197771867901.71583925618