Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.68474816558974
beta0.0484142369247786
gamma1


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
13154144.8359672674619.16403273253883
14164161.1343271508742.86567284912621
15167165.9741541614451.0258458385552
16162161.3634381485730.63656185142682
17164163.9029574861570.0970425138432347
18172172.206012609827-0.20601260982744
19169167.9355587614241.06444123857591
20174172.6233734332261.37662656677364
21181175.6951058788695.30489412113099
22181180.3633709042790.63662909572102
23172183.005512855122-11.0055128551225
24181177.8744547272013.12554527279937
25183185.769098014831-2.76909801483075
26200193.0815774670396.91842253296088
27199200.299674096934-1.29967409693418
28190192.590318968473-2.59031896847293
29197192.6935893624584.30641063754163
30194205.047316652563-11.0473166525628
31190192.661589180187-2.66158918018743
32195194.7893312342930.210668765707368
33204198.0129618475785.98703815242203
34197200.989829140711-3.98982914071127
35185195.771548158604-10.7715481586036
36193195.193438722546-2.19343872254629
37192197.012799544763-5.0127995447634
38211205.5703871010345.42961289896593
39210208.2222960835061.77770391649355
40197201.007652023794-4.00765202379412
41191201.621407359169-10.6214073591685
42182197.49976665005-15.4997666500497
43170183.481191098833-13.4811910988334
44166177.111132856874-11.1111328568743
45175171.8340635445593.16593645544128
46163168.481072611454-5.48107261145361
47153158.914898331573-5.91489833157252
48171161.0016977332869.99830226671415
49165168.459043447272-3.45904344727165
50184177.7367992565416.26320074345924
51179178.6456720622480.354327937751975
52163168.737820776871-5.73782077687088
53163164.31916293143-1.31916293143036
54148163.330836659677-15.3308366596767
55132149.048683472034-17.0486834720345
56127138.675541179729-11.6755411797294
57130134.398375136249-4.39837513624875
58118123.375456794781-5.3754567947815
59113113.519716842537-0.519716842537136
60137119.55280426332917.4471957366711
61133127.2896501964545.71034980354649
62155141.63468846599613.3653115340036
63151145.5667098398365.43329016016389
64132138.481315791507-6.48131579150703
65134134.017262240619-0.0172622406192886
66118129.320401850065-11.3204018500655
67102116.977404334652-14.9774043346518
6898108.210193541373-10.2101935413729
6991105.132757856971-14.1327578569713
707788.0546121733445-11.0546121733445
717475.7623205168778-1.76232051687779
7210280.335634883940721.6643651160593
739888.23900674836249.76099325163764
74113102.60076199288410.3992380071156
75114102.98852448910211.011475510898
769698.9267959768588-2.92679597685881
7710297.54815847209424.45184152790577
789093.5835723365682-3.58357233656815
797285.8936956684969-13.8936956684969
806777.8467294371392-10.8467294371392
816271.2022309296126-9.20223092961255
824859.3055385324514-11.3055385324514
834349.3224024174947-6.32240241749469
847550.676745404642824.3232545953572


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
8559.040604957536241.781782292473376.2994276225991
8662.071246441517340.061169047448684.081323835586
8756.521413362116831.510145694935881.5326810292978
8846.736206792240620.541269586936972.9311439975443
8946.258661349603415.778613253823476.7387094453834
9040.06745475834058.3377079293527771.7972015873281
9134.39630699599111.7036509617652167.088963030217
9233.9067363299783-3.4596697004516171.2731423604082
9333.1087477135537-9.0170487350971375.2345441622046
9428.4635178206857-14.033265944999370.9603015863707
9527.2522466805133-19.929781309474174.4342746705008
9635.127576383553-32.0373669776888102.292519744795