Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.140747053607372
beta0.189738233389591
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
354540
45253-1
57251.832547849086420.1674521509136
67154.182925992898216.8170740071018
75656.5108498822641-0.510849882264111
84656.3862772432542-10.3862772432542
94754.5944007556405-7.59440075564051
104752.9926634465321-5.99266344653208
114851.4563312838704-3.4563312838704
125050.1846787368146-0.184678736814554
134449.3685697825468-5.36856978254685
143847.6794752589324-9.67947525893236
153345.1251421624735-12.1251421624735
163341.9027855539351-8.9027855539351
175238.896216389206213.1037836107938
185439.336944810826114.6630551891739
193940.3887144285105-1.38871442851053
202239.1441590133776-17.1441590133776
213135.2242347599643-4.22423475996425
223133.00994317774-2.00994317773998
233831.05363088339986.94636911660021
244230.543396618859411.4566033811406
254130.973914246224610.0260857537754
263131.4708383280602-0.470838328060172
273630.47777749007075.52222250992926
283430.47569379659253.52430620340751
295130.286526209716220.7134737902838
304733.069838647776113.9301613522239
313135.2704261608838-4.27042616088384
321934.795292461433-15.795292461433
333032.2762529647976-2.27625296479758
343331.59919088799681.40080911200324
353631.47707320808064.5229267919194
364031.91516959271548.08483040728462
373233.0704995991774-1.07049959917735
382532.9086560864643-7.9086560864643
392831.5731607657088-3.57316076570877
402930.752452031339-1.75245203133898
415530.141203284787524.8587967152125
425533.939265977322121.0607340226779
434037.76519148788312.23480851211688
443839.0011042301777-1.00110423017773
454439.75483720238324.24516279761677
464141.3603342867795-0.360334286779548
474942.30799846395856.69200153604149
485944.426968681442814.5730313185572
496148.044344839617312.9556551603827
504751.7800621006782-4.78006210067823
514352.8918773901029-9.89187739010286
523953.0200561907116-14.0200561907116
536652.192799023558213.8072009764418
546855.650868958259212.3491310417408
556359.23350459181483.76649540818522
566861.7087441741416.29125582585905
576764.70734494532732.29265505467266
585967.2043800157418-8.20438001574176
596868.0048895617243-0.00488956172426924
607869.95932265396998.04067734603014
618273.26087265401688.73912734598322
627076.8941066797954-6.89410667979539
636278.1429012883675-16.1429012883675
646877.6588575566523-9.65885755665228
659477.829483144719716.1705168552803
6610282.067352303900919.9326476960991
6710087.367033590508412.6329664094916
6810491.976670840985112.0233291590149
6910396.82158761982456.17841238017553
7093101.008844687273-8.00884468727267
71110102.9854101470237.0145898529771
72114107.2638050579646.73619494203629
73120111.6829074468518.31709255314871
74102116.546625282495-14.5466252824948
7595117.803873154615-22.8038731546146
76103117.289958066274-14.2899580662743
77122117.5927367206194.40726327938083
78139120.6447905847418.35520941526
79135126.1501544248718.84984557512873
80135130.5540022982674.44599770173284
81137134.4567523601962.54324763980435
82130138.159613632851-8.15961363285132
83148140.1381754401667.86182455983445
84148144.5816582575283.41834174247202
85145148.49102110945-3.4910211094504
86128151.334683439234-23.3346834392345
87131150.762253771466-19.7622537714664
88133150.164880143698-17.1648801436985
89146149.474689406669-3.47468940666872
90163150.61856076048512.3814392395153
91151154.324783042553-3.32478304255329
92157155.7316121604451.26838783955529
93152157.818788967385-5.81878896738547
94149158.753075194776-9.75307519477622
95172158.87316540550213.126834594498
96167162.564088901044.43591109896033
97160165.150251958993-5.15025195899298
98150166.249652831423-16.2496528314229
99160165.352897174195-5.35289717419528
100165165.846878129695-0.84687812969463
101171166.9524520263464.04754797365388
102179168.85499213863110.1450078613689
103171171.886655186712-0.886655186711636
104176173.3419659513472.65803404865272
105170175.367164339727-5.36716433972686
106169176.119509054376-7.11950905437629
107194176.43508923146517.5649107685355
108196180.69400141988415.3059985801156
109188185.0437265548782.95627344512232
110174187.734211834276-13.7342118342757
111186187.708787023862-1.70878702386216
112191189.3302720001431.66972799985655
113197191.4718632602935.52813673970749
114206194.30414361174511.6958563882553
115197198.316851314135-1.3168513141346
116204200.4628921054773.53710789452265
117201203.386572164275-2.3865721642749
118190205.412778066409-15.4127780664086
119213205.1939841301117.80601586988908
120213208.4516274420434.54837255795661


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121211.372231787863191.242391792533231.502071783193
122213.652666097441193.242554638022234.062777556861
123215.93310040702195.152150394145236.714050419895
124218.213534716598196.962320144855239.464749288342
125220.493969026177198.666249874199242.321688178155
126222.774403335755200.259265032177245.289541639334
127225.054837645334201.73878157423248.370893716438
128227.335271954913203.104127974404251.566415935421
129229.615706264491204.356272025168254.875140503814
130231.89614057407205.497495329433258.294785818706
131234.176574883648206.531057016004261.822092751293
132236.457009193227207.460879418262265.453138968192