Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.117131048873749
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
223021954348
330541994.761605008061059.23839499194
424142118.83130922082295.168690779184
522262153.4047275664772.595272433527
627252161.90788796989563.092112030112
725892227.86345766451361.136542335491
834702270.16375965491199.8362403451
924002410.70183696326-10.7018369632601
1031802409.44831957488770.551680425122
1140092499.70384611451509.2961538855
1239242676.489287680221247.51071231978
1320722822.61152589548-750.611525895477
1424342734.69161057062-300.691610570615
1529562699.47128683694256.528713163058
1628282729.5187640759698.4812359240359
1726872741.05397453413-54.0539745341293
1826292734.72257580115-105.722575801152
1931502722.33917960793427.660820392071
2041192772.431540062661346.56845993734
2130302930.1565161554399.8434838445714
2230552941.85128814135113.148711858647
2338212955.10451544007865.895484559931
2440013056.52776176162944.472238238383
2525293167.15478565862-638.154785658616
2624723092.40704627062-620.40704627062
2731343019.73811821228114.261881787722
2827893033.12173227236-244.121732272362
2927583004.52749771842-246.527497718424
3029932975.6514733344417.3485266655557
3132822977.68352445919304.316475540805
3234373013.32843242885423.671567571148
3328043062.95352751645-258.953527516446
3430763032.6220292288943.3779707711128
3537823037.70293644332744.297063556678
3638893124.88323217137764.116767828633
3722713214.38503064915-943.385030649154
3824523103.88535251742-651.885352517425
3930843027.5293374316356.4706625683748
4025223034.14380536885-512.143805368854
4127692974.15586427181-205.155864271807
4234382950.12574270705487.87425729295
4328393007.27096618227-168.270966182274
4437462987.56121141835758.438788581655
4526323076.39794223145-444.39794223145
4628513024.34514514054-173.345145140545
4738713004.04104647306866.958953526939
4836183105.58885803016512.411141969842
4923893165.60811254368-776.608112543681
5023443074.64318975758-730.643189757578
5126782989.06218658881-311.062186588811
5224922952.6271464087-460.627146408702
5328582898.67340561013-40.6734056101286
5422462893.90928694975-647.909286949747
5528002818.01899259428-18.0189925942805
5638692815.908409092061053.09159090794
5730072939.2581316952467.7418683047649
5830232947.1928077824475.8071922175604
5939072956.07218371906950.927816280944
6042093067.455356243271141.54464375673
6123533201.1656777027-848.165677702702
6225703101.81914225467-531.819142254671
6329033039.52660831124-136.526608311244
6429103023.53510348057-113.535103480573
6537823010.2366177259771.763382274096
6627593100.63407217402-341.63407217402
6729313060.61811496927-129.618114969267
6836413045.43580920988595.564190790121
6927943115.19486754877-321.194867548772
7030703077.57297581992-7.57297581991907
7135763076.68594521904499.314054780963
7241063135.17112417293970.828875827065
7324523248.88532867548-796.885328675481
7422063155.54531429562-949.54531429562
7524883044.32407567902-556.324075679021
7624162979.16125318102-563.161253181019
7725342913.19758491087-379.197584910871
7825212868.78177405987-347.781774059868
7930932828.04573008506264.954269914937
8039032859.080101623781043.91989837622
8129072981.35553426076-74.3555342607619
8230252972.6461925432352.3538074567691
8338122978.77844892318833.221551076823
8442093076.374563145021132.62543685498
8521383209.04016854493-1071.04016854493
8624193083.58811021734-664.588110217344
8726223005.74420779856-383.744207798564
8829122960.79584623989-48.7958462398929
8927082955.08033758913-247.080337589132
9027982926.13955849124-128.139558491237
9132542911.13043760294342.869562397061
9228952951.29110907339-56.2911090733901
9332632944.69767242536318.302327574643
9437362981.98075791313754.019242086869
9540773070.299822609751006.70017739025
9640973188.21567028886908.784329711137
9721753294.66253202795-1119.66253202795
9831383163.51528526688-25.5152852668834
9928233160.52665314126-337.52665314126
10024983120.99180223598-622.991802235978
10128223048.02011900033-226.020119000331
10227383021.54614539525-283.546145395253
10341372988.3340879811148.665912019
10435153122.87853106131392.121468938695
10537853168.80813000401616.191869995991
10636323240.98333004412391.016669955884
10745043286.783522723171217.21647727683
10844513429.357365413011021.64263458699
10925503549.02343877633-999.023438776328
11028673432.006775543-565.006775542997
11134583365.8269393028792.1730606971287
11229613376.62326658023-415.623266580229
11331633327.94087742935-164.940877429353
11428803308.6211794539-428.621179453897
11533313258.4163311349672.5836688650415
11630623266.91813240023-204.918132400226
11735343242.91585661894291.084143381062
11836223277.01084764368344.989152356322
11944643317.419788909241146.58021109076
12054113451.719931652181959.28006834782
12125643681.21246109519-1117.21246109519
12228203550.35219371229-730.352193712292
12335083464.8052752155343.1947247844723
12430883469.86471863535-381.864718635346
12532993425.13650361371-126.136503613709
12629393410.36200264417-471.362002644168
12733203355.15087687523-35.150876875226
12834183351.03361779866.9663822020011
12936043358.8774603846245.1225396154
13034953387.58892055235107.411079447651
13141633400.17009294871762.829907051287
13248823489.521160073891392.47883992611
13322113652.62366712894-1441.62366712894
13432603483.76477491691-223.764774916908
13529923457.55497212989-465.554972129892
13624253403.02402993593-978.024029935929
13727073288.4670494858-581.467049485803
13832443220.3592040940123.6407959059929
13939653223.12827531469741.871724685314
14033153310.024488556854.97551144314639
14133333310.6072754308722.3927245691275
14235833313.2301587468269.769841253205
14340213344.82858320729676.171416792712
14449043424.029250474671479.97074952533
14522523597.37977666904-1345.37977666904
14629523439.79403229426-487.794032294263
14735733382.65820565728190.341794342719
14830483404.95313967315-356.953139673155
14930593363.14284402446-304.142844024461
15027313327.51827369643-596.518273696431
15135633257.64746262601305.35253737399
15230923293.41372560489-201.413725604886
15334783269.82192466722208.178075332783
15434783294.20604098346183.793959016536
15543083315.73402017973992.26597982027
15650293431.959175157821597.04082484218
15720753619.02224206578-1544.02224206578
15832643438.16929736822-174.169297368216
15933083417.76866488587-109.768664885873
16036883404.91134603432283.08865396568
16131363438.06981699758-302.069816997578
16228243402.68806249955-578.68806249955
16336443334.90572276826309.094277231739
16446943371.110259661291322.88974033871
16529143526.06172249148-612.061722491482
16636863454.37029096058231.629709039419
16743583481.50132173069876.49867826931
16855873584.166531252832002.83346874717
16922653818.76051616663-1553.76051616663
17036853636.7669172094248.2330827905816
17137543642.41650878709111.583491212907
17237083655.4864001498652.5135998501441
17332103661.63737318044-451.63737318044
17435173608.73661394923-91.7366139492301
17539053597.99140813723307.008591862769
17636703633.9516465153736.0483534846303
17742213638.1740279692582.825972030804
17844043706.44104538403697.558954615974
17950863788.146857389471297.85314261053
18057253940.165757267531784.83424273247
18123674149.22526418457-1782.22526418457
18238193940.47134966134-121.471349661338
18340673926.2432830674140.756716932605
18440223942.7302649577479.2697350422636
18539373952.01521216718-15.0152121671808
18643653950.25646461698414.743535383023
18742903998.83580993291.164190070003


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
1884032.940176907372676.489090346275389.39126346848
1894032.940176907372667.215749624285398.66460419046
1904032.940176907372658.004952133985407.87540168076
1914032.940176907372648.855449238015417.02490457673
1924032.940176907372639.766033301315426.11432051343
1934032.940176907372630.735535830545435.1448179842
1944032.940176907372621.762825720675444.11752809408
1954032.940176907372612.846807601245453.0335462135
1964032.940176907372603.986420275565461.89393353918
1974032.940176907372595.180635246435470.69971856831
1984032.940176907372586.428455322655479.45189849209
1994032.940176907372577.728913300985488.15144051377