Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.370054769208693
beta0.326909085417736
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
135858.8875534188034-0.887553418803435
145858.4961736516680-0.496173651668045
155958.81460159053620.185398409463829
166261.24101029105030.758989708949656
178786.1381640772430.861835922756953
188382.09430323031970.905696769680318
196867.71790596772090.282094032279119
205858.8532009899306-0.8532009899306
216860.34015931107197.65984068892813
226364.6123862454992-1.61238624549921
236565.8416574721796-0.841657472179648
246868.170988328808-0.170988328807979
256264.2937082696555-2.29370826965550
266964.15908375898234.84091624101774
277468.05809261639455.94190738360550
287274.8486577497965-2.84865774979653
299499.911741095756-5.91174109575591
3010294.00565641640477.99434358359525
319283.33389570709028.6661042929098
328179.34509407818031.65490592181966
339989.91488977353739.0851102264627
349591.8379207426713.16207925732904
359298.8614814556668-6.86148145566678
3693102.199347618506-9.19934761850621
378595.365398756152-10.3653987561520
389297.4832784492366-5.48327844923662
399997.75142114626461.24857885373540
4010796.195938320812510.8040616791875
41125124.9616438016280.0383561983715737
42137131.3172443224755.68275567752482
43125121.2333508850603.76664911494028
44115111.4422124762163.55778752378355
45135128.0544010057136.94559899428674
46128125.8532853841022.14671461589765
47120126.462753165306-6.46275316530604
48123128.799620719379-5.79962071937931
49119123.224665849066-4.22466584906618
50128132.168749293474-4.16874929347395
51139138.8013932253190.198606774681167
52155144.38712650561810.6128734943816
53164167.787480660072-3.78748066007182
54176177.307350328411-1.30735032841122
55162163.608445481613-1.60844548161310
56155151.2251610409593.77483895904066
57174169.6065685278354.39343147216474
58171162.6839925823968.3160074176036
59162160.1452848553241.85471514467565
60160166.976349408252-6.97634940825168
61156162.814262955529-6.81426295552896
62163171.378190569990-8.3781905699905
63180179.2379843008150.762015699185383
64195191.694463866853.30553613315016
65203202.5371052583700.462894741629583
66212214.924215633429-2.92421563342899
67203199.9737322640403.02626773595952
68184192.793824593662-8.79382459366195
69200205.490437424686-5.49043742468552
70198194.7622227093553.23777729064463
71195183.04062233397611.9593776660238
72177186.036873460918-9.03687346091812
73176178.954110472808-2.95411047280848
74180186.168020924693-6.16802092469288
75194199.077605215509-5.0776052155093
76204208.743017317973-4.74301731797345
77206211.610510424352-5.61051042435156
78219215.675674184563.32432581544012
79213203.6011246737889.39887532621213
80196188.9194942460697.08050575393102
81214209.0778913894424.9221086105577
82209208.4672960094130.532703990587322
83213201.67766644436111.322333555639
84194191.5734876791172.42651232088303
85197194.3131870688302.68681293117049
86211204.0209414005786.97905859942239
87240226.50400647640513.4959935235950
88251249.5218060316911.47819396830926
89254261.165987977382-7.16598797738231
90273277.116797650029-4.11679765002856
91271272.047874277667-1.04787427766666
92245256.708756485545-11.7087564855445
93264270.950236334135-6.9502363341345
94264264.140701155495-0.140701155495435
95262264.77684837389-2.77684837389018
96237243.023779628400-6.02377962839955
97237240.950575137248-3.95057513724763
98251248.2532507246672.74674927533331
99272270.1106797879571.88932021204255
100282276.6939483915645.30605160843623
101278280.203487767387-2.2034877673874
102291296.406053680970-5.40605368097027
103293289.1318582720173.8681417279829
104271265.8294448384155.17055516158536
105284288.290044970731-4.29004497073146
106290286.0516186335823.94838136641818
107288286.3320538611141.66794613888607
108262264.50785130725-2.50785130724972
109263265.796512632208-2.79651263220774
110275278.639588482012-3.63958848201156
111297297.715393283297-0.715393283297374
112301305.293829411977-4.29382941197736
113296299.165650483880-3.16565048388048
114309311.523687410122-2.52368741012225
115310310.036017736218-0.0360177362176728
116292284.5146549606327.48534503936833
117300300.557578556411-0.557578556411499
118314304.0270433457819.97295665421882
119310304.9660874183315.03391258166931
120288282.0298837570165.97011624298364


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
121287.572563128397276.846972692500298.298153564294
122302.556262813834290.607408626486314.505117001182
123326.898146665613313.265007532133340.531285799093
124334.650792050579318.913336491661350.388247609496
125333.505392304797315.296677099104351.714107510489
126350.50539330611329.507798036758371.502988575462
127354.890121512827330.826461795886378.953781229768
128337.495890772697310.120599657954364.87118188744
129348.172448144501317.264412626670379.080483662331
130361.019583395977326.376732396389395.662434395565
131356.487964349178317.923277398746395.05265129961
132333.000924792096290.339494427769375.662355156422