Estimated Parameters of Exponential Smoothing
ParameterValue
alpha0.999933893038648
betaFALSE
gammaFALSE


Interpolation Forecasts of Exponential Smoothing
tObservedFittedResiduals
2103.9101.971.93000000000001
3106.85103.8998724135652.9501275864354
4106.93106.849804976030.0801950239703615
5107.13106.9299946985510.200005301449337
6107.07107.129986778257-0.0599867782572687
7107.2107.0700039655440.129996034456369
8107.78107.1999914063570.58000859364283
9108107.7799616573940.22003834260569
10108.11107.9999854539340.110014546066211
11107.26108.109992727273-0.84999272727265
12105.3107.260056190436-1.96005619043638
13105.55105.3001295733590.249870426641181
14105.38105.549983481825-0.169983481825355
15106.12105.3800112370910.739988762908553
16106.85106.1199510815910.730048918408542
17107.92106.8499517386841.07004826131565
18107.97107.9199292623610.0500707376390466
19107.76107.969996689976-0.209996689975668
20107.99107.7600138822430.229986117756923
21108.41107.9899847963170.420015203683406
22107.61108.409972234071-0.799972234071149
23106.54107.610052883734-1.07005288373355
24106.24106.540070737945-0.300070737944637
25106.19106.240019836765-0.050019836764676
26106.71106.1900033066590.519996693340588
27106.36106.709965624599-0.349965624598681
28107.53106.3600231351641.16997686483597
29107.89107.5299226563850.360077343615387
30108107.8899761963810.110023803619043
31108.05107.9999927266610.0500072733393324
32108.86108.0499966941710.810003305828886
33109.27108.8599464531430.410053546857228
34108.87109.269972892606-0.399972892606016
35108.88108.8700264409930.00997355900743457
36108.19108.879999340678-0.689999340678312
37108.19108.19004561376-4.56137597524275e-05
38108.91108.1900000030150.719999996984612
39110.39108.9099524029881.48004759701197
40111.21110.3899021585510.820097841449282
41111.44111.2099457858240.230054214176306
42111.87111.4399847918150.430015208185054
43111.88111.8699715730010.0100284269987441
44111.93111.8799993370510.0500006629488468
45111.76111.929996694608-0.169996694608102
46111.66111.760011237965-0.100011237964921
47110.25111.660006611439-1.41000661143903
48109.05110.250093211253-1.20009321125256
49109.47109.0500793345160.419920665484469
50109.68109.4699722403210.210027759679207
51110.93109.6799861157031.25001388429699
52111.86110.929917365380.930082634619538
53112.66111.8599385150630.800061484936776
54112.96112.6599471103660.300052889633662
55113.14112.9599801644150.180019835584787
56113.53113.1399880994360.390011900564318
57113.62113.5299742174980.0900257825016411
58112.51113.619994048669-1.10999404866908
59111112.510073378334-1.51007337833367
60108.49111.000099826362-2.51009982636246
61108.52108.4901659350720.0298340649277975
62110.66108.5199980277612.14000197223938
63111.15110.6598585309720.490141469027677
64112.14111.1499675982370.990032401763145
65113.38112.1399345519661.2400654480337
66113.75113.3799180230410.370081976958659
67113.89113.7499755350050.140024464994951
68113.92113.8899907434080.0300092565918959
69116.4113.9199980161792.48000198382077
70115.86116.399836054605-0.539836054604706
71115.16115.860035686921-0.700035686921197
72114.45115.160046277232-0.710046277232095
73114.65114.4500469390020.199953060998197
74114.85114.6499867817110.200013218289257
75116.51114.8499867777341.6600132222661
76118.18116.509890261571.67010973842993
77118.75118.179889594120.57011040587993
78119.06118.7499623117330.310037688266561
79119.28119.0599795043510.220020495649464
80119.68119.2799854551140.400014544886403
81119.28119.679973556254-0.39997355625394
82117.3119.280026441036-1.98002644103643
83114.23117.300130893531-3.07013089353141
84112.56114.230202957024-1.67020295702432
85112.83112.5601104120420.269889587957664
86112.35112.829982158419-0.479982158419446
87112.8112.3500317301620.449968269837996
88113.84112.7999702539651.04002974603503
89115.02113.8399312467941.18006875320621
90115.46115.0199219892410.44007801075945
91115115.45997090778-0.459970907779947
92115.3115.0000304072790.29996959272097
93116.09115.2999801699220.790019830078279
94115.49116.08994777419-0.59994777418963
95112.89115.490039660724-2.60003966072431
96110.66112.890171880721-2.23017188072137


Extrapolation Forecasts of Exponential Smoothing
tForecast95% Lower Bound95% Upper Bound
97110.660147429886108.652326615786112.667968243986
98110.660147429886107.820753857163113.49954100261
99110.660147429886107.182653030162114.137641829611
100110.660147429886106.644704896441114.675589963332
101110.660147429886106.170761037661115.149533822111
102110.660147429886105.742281874792115.578012984981
103110.660147429886105.34825388264115.972040977133
104110.660147429886104.981501068598116.338793791174
105110.660147429886104.637038935441116.683255924332
106110.660147429886104.311238281446117.009056578327
107110.660147429886104.001359340869117.318935518904
108110.660147429886103.705273581014117.615021278759